medal n fan
User: Shain Black In Course: M/J Mathematics 2 V9 ( 2820) Instructor: Mr. Steven Geiger E-MailYou have 20 Unread E-Mail Messages 08.16 Segment 2 Practice Exam Warning: There is a checkbox at the bottom of the exam form that you MUST check prior to submitting this exam. Failure to do so may cause your work to be lost. Question 1 (Multiple Choice Worth 1 points) [6.02] MA.7.A.1.1 Parallelogram T M J U is similar toparallelogram H P S C and the ratio of line segment U T to line segment C H is two to five. Which of the following is not true? angle M to angle P is one to one line segment M J to line segment P S is two to five line segment P H to line segment M T is five to two angle U to angle C is two to five Question 2 (Matching Worth 1 points) [5.01] MA.6.A.2.1 Match each pair of equivalent ratios. Match Term Definition ten over twenty-five A) two colon five 6 to 8 B) three over four thirteen over twenty C) six to sixteen fifteen colon forty D) sixty-five percent Question 3 (Multiple Choice Worth 1 points) [7.04] MA.7.G.2.1 What is the volume of the cylinder? Use three point one four for pi. A cylinder with a diameter of 4 miles and a height of ten miles one hundred twenty-five point six cubic miles two hundred fifty-one point two cubic miles five hundred two point four cubic miles two thousand nine point six cubic miles Question 4 (Matching Worth 1 points) [8.02] MA.7.P.7.2 A spinner is divided into ten equal segments. The segments are labeled with the letters A, B, E, I, L, M, O, S, T, U. Match each compound event with its probability. Match Term Definition Probability of A and A A) one percent Probability of vowel and consonant B) twenty-five percent Probability of M and E and T C) twelve percent Probability of a letter before J and a letter after R D) zero point one percent Question 5 (Multiple Choice Worth 1 points) [5.01] MA.6.A.2.2 Four friends went scuba diving. According to the following statements, who spotted sea life at the fastest rate? Lance saw 4 reef sharks in 6 minutes. Jasmine saw 6 sea cucumbers in 8 minutes. Robert saw eleven jellyfish in fifteen minutes. Shilpa saw 8 pencil urchins in ten minutes. Question 6 (Multiple Choice Worth 1 points) [5.04] MA.7.A.1.2 Otto mixed spices to create his own Italian seasoning. He used fifteen percent garlic powder. Which of the following shows the percent equation and solution for how many tablespoons of garlic powder he uses to create thirty tablespoons of the seasoning? thirty equals zero point one five times a; a equals two hundred a equals zero point one five times thirty; a equals four point five a equals zero point one five times thirty; a equals two hundred thirty equals zero point one five times a; a equals four point five Question 7 (Multiple Choice Worth 1 points) [6.06] MA.7.G.4.2 Which could result from translation of the shape below? A polygon in the shape of an arrow head pointing toward the right. A shape of the same size facing a different direction. A shape of the same size shifted to the left. A similar, but smaller shape. A different shape of a similar size. Question 8 (Multiple Choice Worth 1 points) [5.02] MA.7.A.1.1 Which of the following forms a proportion with fourteen over eighteen? twenty-four over twenty-eight twenty-seven over twenty-one twelve over sixteen thirty-five over forty-five Question 9 (Multiple Choice Worth 1 points) [6.05] MA.7.G.4.4 A container states that it should be stored at a temperature above twenty degrees Celsius. Convert the temperature to degrees Fahrenheit. Round to the nearest whole number, if necessary. forty-three degrees Fahrenheit fifty-two degrees Fahrenheit sixty-eight degrees Fahrenheit ninety-four degrees Fahrenheit Question 10 (Multiple Choice Worth 1 points) [6.04] MA.7.G.4.4 How many centigrams are in one hundred milligrams? 1 centigram ten centigrams one thousand centigrams ten thousand centigrams Question 11 (Multiple Choice Worth 1 points) [7.07] MA.7.G.2.2 How many interior faces does this composite figure have? Two rectangular prisms meet to form a right angle. They are oriented to resemble a capital L that has been rotated ninety degrees clockwise. Attached to the bottom of the shorter vertical prism is a square base pyramid. Attached to the right side of the horizontal prism is a second square base pyramid. 3 4 5 6 Question 12 (Matching Worth 1 points) [7.01] MA.6.G.4.1 and MA.6.G.4.2 Match each shape with its perimeter or circumference. Use three point one four for pi and round to the nearest whole number where necessary. Match Term Definition A parallelogram has two bases that are four centimeters and seven slanted sides that are seven centimeters. The height of the parallelogram is three centimeters. A) thirty-one centimeters A circle with a radius measuring 5 centimeters B) thirty-four centimeters A rectangle with a length of twelve centimeters and a width of 5 centimeters C) twenty-four centimeters A six sided polygon with all sides measuring 4 centimeters D) twenty-two centimeters Question 13 (Matching Worth 1 points) [8.04] MA.7.S.6.1 Match each sampling description with the sampling method used. Match Term Definition a veterinarian surveys all of her customers one day about a new procedure A) systematic sampling a computer manufacturer surveys five percent of the male employees and five percent of the female employees regarding a new program B) stratified sampling a clothing store prints receipts with a website requesting that customers participate in a survey C) volunteer sampling a principal surveys every fourth teacher that arrives to a meeting D) convenience sampling Question 14 (Multiple Choice Worth 1 points) [8.02] MA.7.P.7.1 Which describes independent events? Spinning two fours on a spinner divided into four numbered sections. Selecting two kings from a standard deck of cards by choosing a card at random, placing it in your pocket, then choosing the second card. Selecting two green marbles by choosing one from a bag at random, giving the first to a friend, then choosing another. Selecting the names of two siblings by choosing slips of paper from a hat at random, pinning the selected slip on a bulletin board, and then selecting another. Question 15 (Multiple Choice Worth 1 points) [7.06] MA.7.G.2.2 Which would help to calculate the volume of the composite figure shown? A composite figure that resembles a loaf of bread turned upside down. The flat side is on the top and semi-circular side is at the bottom. base times side one-half times pi times diameter times height one-third times length times width times height pi times radius times slant height Question 16 (Multiple Choice Worth 1 points) [5.05] MA.7.A.1.2 Nadia took two practice exams to prepare for her college entrance exam. On the first practice exam, she scored one thousand one hundred. After studying, her score increased by twenty-five percent. What was her score on the second practice exam? one thousand one hundred twenty-five one thousand three hundred fifty one thousand three hundred seventy-five one thousand four hundred sixty-seven Question 17 (Multiple Choice Worth 1 points) [5.05] MA.7.A.1.2 Lydia received a parking ticket because she parked ten feet from a fire hydrant. She had estimated her distance from the fire hydrant as being the minimum allowable distance, which is fifteen feet. What was her percent error? fifteen percent thirty-three percent fifty percent sixty-seven percent Question 18 (Multiple Choice Worth 1 points) [5.06] MA.7.A.1.2 Danika has saved enough money to pay cash for a used car. She wants to buy a car that costs five thousand five hundred dollars before taxes. If she will be charged six percent sales tax, what is the total amount she will pay for the car? five thousand one hundred seventy dollars five thousand eight hundred thirty dollars five thousand eight hundred fifty-one dollars six thousand one hundred dollars Question 19 (Multiple Choice Worth 1 points) [8.01] MA.7.P.7.2 Which of the following is an overlapping event with a probability of fifty percent? A spinner is divided into eight equal sections. Four are shaded red and four are shaded blue with each color alternating (red, then blue, then red…). The red sections are labeled B, F, M, and T. The blue sections are labeled A, E, O, and U. Spinning a vowel or blue. Spinning the letter A or the letter E. Spinning red or the letter U. Spinning the letter F or blue. Question 20 (Multiple Choice Worth 1 points) [7.02] MA.7.G.2.1 You are decorating a cylindrical hat box to give to your grandmother as a gift. You want to paste family photos onto the curved part of the box. The height of the box is 5 inches and the radius is 6 inches. If none of the photos overlap, what is the area of photographs you need? Use three point one four for pi. ninety-four point two square inches one hundred eighty-eight point four square inches four hundred seventy-one square inches five hundred sixty-five point two square inches Question 21 (Multiple Choice Worth 1 points) [7.04] MA.7.G.2.1 What is the volume of the figure? A rectangular prism with a length of 5 millimeters, a width of 4 millimeters, and a height of sixteen millimeters. one hundred forty-four cubic millimeters one hundred sixty cubic millimeters two hundred ninety-six cubic millimeters three hundred twenty cubic millimeters Question 22 (Multiple Choice Worth 1 points) [6.01] MA.6.G.4.2 Which is true about the shape? Five line segments form a closed figure with no segments crossing, each segment touches exactly two other line segments, one at each endpoint. It is a parallelogram. It is not a polygon because its line segments do not cross. It is not a polygon because it is not closed. It is a polygon. Question 23 (Multiple Choice Worth 1 points) [7.05] MA.7.G.2.1 The volume of a cube is eighty-one cubic meters. What is the volume of the square based pyramid with the same side length and height? nine cubic meters twenty-seven cubic meters two hundred forty-three cubic meters seven hundred twenty-nine cubic meters Question 24 (Multiple Choice Worth 1 points) [5.04] MA.7.A.1.2 Which of the following could be solved using the percent equation: fourteen point four equals p percent times eighteen? Victor's breakfast cereal has fourteen point four mg of Iron. What percentage of the Recommended Daily Allowance (RDA) of Iron is in his cereal if the RDA is eighteen mg per day? Victor's breakfast cereal has fourteen point four mg of Iron, which is eighteen percent of the Recommended Daily Allowance (RDA) of Iron. What is the RDA of Iron? Victor's breakfast cereal has eighteen mg of Iron. What percentage of the Recommended Daily Allowance (RDA) of Iron is in his cereal if the RDA is fourteen point four mg per day? Victor's breakfast cereal has eighteen mg of Iron, which is fourteen percent of the Recommended Daily Allowance (RDA) of Iron. What is the RDA of Iron? Question 25 (Matching Worth 1 points) [6.07] MA.7.G.4.2 Triangle X Y Z has vertices X five comma three, Y two comma four and Z one comma one. Match each transformation with the vertices that result after the transformation is applied to Triangle X Y Z. Match Term Definition translation by rule x minus five comma y plus two A) X prime zero comma five, Y prime negative three comma six, Z prime negative four comma three reflection across x-axis B) X prime five comma negative three, Y prime two comma negative four, Z prime one comma negative one dilation by a factor of 5 with origin as center of dilation C) X prime twenty-five comma fifteen, Y prime ten comma twenty, Z prime five comma five reflection across y-axis D) X prime negative five comma three, Y prime negative two comma four, Z prime negative one comma one Question 26 (Multiple Choice Worth 1 points) [8.01] MA.7.P.7.1 Lyle has a bowl of fruit on his dining room table. It contains 2 oranges, 6 apples, and 2 peaches. Suppose he selects a piece of fruit at random from the bowl. What is the probability that he selects either an orange or a peach? twenty percent forty percent sixty percent eighty percent Question 27 (Multiple Choice Worth 1 points) [5.07] MA.7.A.1.2 Victor calculates the percentage interest rate he needs to make twenty dollars in simple annual interest over 2 months on a deposit of one thousand dollars. Where did he go wrong? I equals p times r times t; twenty equals one thousand times r times two; r equals zero point zero one; r equals one percent He applied the principal and interest to the wrong variables. He should have divided 2 by twelve to get the value for t. He misrepresented the earned interest with the final balance. He should have multiplied r by one hundred to get the interest rate as a percentage. Question 28 (Multiple Choice Worth 1 points) [7.07] MA.7.G.2.2 What is the surface area of the composite figure? A rectangular prism with a square base pyramid attached to the top. The square base of the rectangular prism has sides measuring 6 millimeters, the prism's height is 7 millimeters. The pyramid has a square base with side lengths of 6 millimeters, and a slant height of 4 millimeters. two hundred fifty-two square millimeters two hundred sixty-four square millimeters three hundred square millimeters three hundred twenty-four square millimeters Question 29 (Multiple Choice Worth 1 points) [7.02] MA.7.G.2.1 What is the surface area of the cube? A cube with sides measuring 9 meters. one hundred eight square meters three hundred twenty-four square meters four hundred eighty-six square meters seven hundred twenty-nine square meters Question 30 (Multiple Choice Worth 1 points) [7.05] MA.7.G.2.1 What is the approximate volume of a cone with a height of 3 meters and base radius of 8 meters? Use three point one four for pi. two hundred point nine six cubic meters two hundred twenty-six point zero eight cubic meters two hundred seventy-six point three two cubic meters six hundred two point eight eight cubic meters Question 31 (Multiple Choice Worth 1 points) [8.03] MA.7.P.7.1 Which type of probability tool would be an appropriate choice for a simulation that models 9 equally likely outcomes? standard die spinner coin standard deck of cards Question 32 (Multiple Choice Worth 1 points) [8.03] MA.7.P.7.2 Which set of data shows forty percent as the experimental probability of a particular traffic light being green on your way to school in the morning? ten of twenty-five selections at random from a card deck being a black card, with black representing a green light 2 tails in twenty coin flips, with tails representing a green light 2 odd-numbers in 8 rolls of a standard die, with odd numbers representing a green light spinning twenty vowels out of forty spins of a spinner with 6 equally divided sections labeled with 3 vowels and 3 consonants Question 33 (Multiple Choice Worth 1 points) [8.02] MA.7.P.7.1 Sara selects two cards at random from a standard deck of fifty-two cards. Which of the following could be used to calculate the probability that she will select two numbered cards if she does not replace the first card before selecting the second? Note: For this problem, face cards and aces are not numbered cards. thirty-six divided by fifty-two times thirty-five divided by fifty-one thirty-six divided by fifty-two times thirty-five divided by fifty-two thirty-six divided by fifty-two times thirty-six divided by fifty-two thirty-six divided by fifty-two times thirty-six divided by fifty-one Question 34 (Multiple Choice Worth 1 points) [8.04] MA.7.S.6.1 Student council is attempting to change the school colors. The council members survey ten percent of the students in grades 6, 7 and 8. What term could you use to describe all of the students that were surveyed? population sample subgroup experimental unit Question 35 (Matching Worth 1 points) [5.03] MA.7.A.1.2 Match each percent problem with its solution. Match Term Definition 3 is what percent of twelve? A) twenty-five twelve is four percent of what number? B) thirty-six four percent of what number is 3? C) seventy-five What is thirty percent of one hundred twenty? D) three hundred Question 36 (Multiple Choice Worth 1 points) [6.04] MA.7.G.4.4 Which of the following would be best measured using meters? length of a woodworking nail height of a person width of a grain of rice distance from Tokyo to Washington, D.C. Question 37 (Multiple Choice Worth 1 points) [6.06] MA.7.G.4.2 Which shape has line symmetry and rotational symmetry? A polygon made up of three arrows pointing left, up, and right. A five pointed star shaped polygon an isosceles triangle A right bracket Question 38 (Multiple Choice Worth 1 points) [7.08] MA.7.G.4.1 What is the new volume of a rectangular prism that is originally eighteen cubic meters and is then resized using a scale factor of 2 on each side length? nine cubic meters thirty-six cubic meters seventy-two cubic meters one hundred forty-four cubic meters Question 39 (Multiple Choice Worth 1 points) [5.02] MA.7.A.1.6 At a town fair, 9 tickets cost twelve dollars. How many tickets could you expect to receive for eight dollars, assuming there is no discount for buying more tickets? 4 5 6 7 Question 40 (Multiple Choice Worth 1 points) [8.06] MA.7.S.6.2 In a histogram of the data in the table, how tall would the bar that represents the number of students who wrote 2 to 3 essays for extra credit be? A frequency table with a column for Essays Written for Extra Credit and one for Frequency. For zero to one Essays Written, the Frequency is four. For two to three Essays Written, the Frequency is three. For four to five Essays Written, the Frequency is one. For six to seven Essays Written, the Frequency is two. For eight to nine Essays Written, the Frequency is one. 1 unit 2 units 3 units 4 units Question 41 (Multiple Choice Worth 1 points) [7.01] MA.6.G.4.1 and MA.6.G.4.2 Which of these has the greatest area? Use three point one four for pi. rhombus with side lengths: 9 inches, height: 4 inches triangle with base length: 8 inches, height: 3 inches circle with radius: 2 inches trapezoid with base lengths: 5 inches and 3 inches, height: 4 inches Question 42 (Matching Worth 1 points) [6.03] MA.7.A.1.3 For two quadrilaterals A B C D is similar to Q R S T, line segment A B equals 5 inches, line segment B C equals line segment C D equals 8 inches, and line segment D A equals 2 inches. Match the given scale factor with the given side length between quadrilaterals A B C D and Q R S T. Match Term Definition one point two five A) line segment Q R equals ten inches 3 B) line segment T Q equals 6 inches 2 C) line segment S T equals 4 inches zero point five D) line segment R S equals ten inches Question 43 (Matching Worth 1 points) [7.03] MA.7.G.2.1 Match each shape with its surface area. Use three point one four for pi and round to the nearest whole number where necessary. Match Term Definition square pyramid: base length 6 meters, slant height ten meters A) one hundred eighty-eight square meters cone: radius 4 meters, slant height 8 meters B) one hundred fifty-six square meters square pyramid: base length 5 meters, slant height eleven meters C) one hundred fifty-one square meters cone: radius 6 meters, slant height 4 meters D) one hundred thirty-five square meters Question 44 (Multiple Choice Worth 1 points) [6.05] MA.7.G.4.4 Which of the following is not a good approximation? one point five pints is approximately equal to seven hundred and fifty milliliters twenty-two point five grams is approximately equal to zero point zero five pounds thirty cups is approximately equal to six thousand nine hundred milliliters ten kilometers is approximately equal to sixteen miles Question 45 (Multiple Choice Worth 1 points) [8.06] MA.7.S.6.2 The stem-and-leaf plot below shows the miles Micah drove each day during the past two weeks. What is the range of the data? A stem and leaf plot has the stems one, two, three, and four. The stem one has leaves two, four, and seven. The stem two has leaves zero, one, six, and six The stem three has the leaves three, five, eight, and nine. The stem four has leaves one, seven, and nine. twenty-four thirty thirty-two thirty-seven Question 46 (Multiple Choice Worth 1 points) [8.05] MA.7.S.6.2 If you made a circle graph with percentages from this tally table, what label would the segment for Car have? A frequency table with a column for commercials and one for tallies. For Car Commercials, there are ten tally marks. For Retail Commercials, there are thirteen tally marks. For TV Show Commercials, there are nineteen tally marks. For Event Commercials, there are eight tally marks. ten twenty percent five ten percent Question 47 (Multiple Choice Worth 1 points) [6.01] MA.6.G.4.2 Classify the triangle: A triangle. Two sides have single slash marks indicating they are congruent. One angle measures fifty degrees, the other two measure sixty-five degrees each. acute isosceles obtuse scalene right scalene obtuse isosceles Question 48 (Multiple Choice Worth 1 points) [5.07] MA.7.A.1.2 As incentive for Gretchen to save the two thousand five hundred dollars she recently inherited, her parents tell her that they will pay her ten percent simple annual interest on the amount that she saves. How much money will Gretchen have after ten years if she saves all of the money she inherited? two thousand seven hundred eight dollars two thousand seven hundred twenty-seven dollars two thousand seven hundred seventy-eight dollars five thousand dollars Question 49 (Multiple Choice Worth 1 points) [8.05] MA.7.S.6.2 Which is true based on the circle graph if four hundred college students were surveyed? A circle graph titled Average Weekly Homework Time Per Class is shown. The first section shows ten percent spend and average of zero to two hours per week on homework. The next section shows forty percent spend and average of two to four hours per week on homework. The next section shows thirty percent spend and average of four to six hours per week on homework. The last section shows twenty percent spend and average of more than six hours per week on homework. More than half of the students spend an average of at least 2 hours per week on homework for one class. fifty students spend an average of four hours per week or less on homework for one class. More than one-third of the students spend an average of between 4 and 6 hours per week on homework for one class. twenty students spend an average of more than six hours per week on homework for one class. Question 50 (Multiple Choice Worth 1 points) [6.03] MA.7.A.1.6 A sculpture of an object is 4 inches wide and 6 inches high. The actual object is twelve feet wide. What is the scale between the sculpture and the object? 3 inches to 2 feet 1 inch to 2 feet 2 inches to 3 feet 1 inch to 3 feet
Why do people never answer your questions @hippo4
1.A 2. i give up
damn
Ummm no offense but did you even try? I'm on this right now and three thirds of these...
Yea you have to try this is considered spamming and also you need to at least post fewer questions
You shall read: Code of Conduct
I get that some of these questions can be hard, but it's for the best that you do your honest to god best. (I'm assuming you're in FLVS) because if this IS the same test I just took, you'll need to do the DBA with your teacher, and there isn't anyway to get these answers on that.
It is also cheating another thing against COC
That as well.
@mosuechick0012 Do you think I was mean about the situation, I can delete my comments. :/
tbh if you were I would have been just as spiteful, I think this person should try to do the work themselves, mainly because I worry about rather or not they will pass, this is the type of math we need to know later on in life.
Thank you! And I completely understand I just don't want this user getting mad at me... I'm not usually a problem starter.
I try to be nice to people, but it really urks me when people post the whole friggen test...
Yess It makes me so upset! May you have day. And thanks again.
No problem! You too!
O_O i need this
You taking this test?
lol i ment to post one my compter is wierd sorry guys i just needd some help with one
but i did it mysel anyways lol thanks
holy crap that's tha whole dang test! you can't do that!
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