Question

HELP I WILL FAN AND MEDAL @kelliegirl33

Answer 1

@kelliegirl33

Answer 2

there is 5 questions

Answer 3

I'm here...whats up lala

Answer 4

What is the length of the line segment that is graphed from (+2, +5) to (+8, +5)?














A.

3 units











B.

4 units











C.

6 units











D.

10 units

Answer 5

hello?

Answer 6

distance formula = sq rt (x2 - x1)^2 + (y2 - y1)^2
(2,5) x1 = 2 and y1 = 5
(8,5) x2 = 8 and y2 = 5
now we sub
d = sq rt (8 - 2)^2 + (5 - 5)^2
d = sq rt (6^2) + (0^2)
d = sq rt 36
d = 6

distance is 6 units

Answer 7

an easier way, I just noticed, is ....well you notice that your y's have the same number. That means you line is horizontal. You can just take the distance of your x points....2 to 8 = 6 units

Answer 8

that was so rude what lisa said to you...she had no right

Answer 9

A line segment is drawn from (+1, +3) to (+8, +3) on a coordinate grid.

Which answer explains one way that the length of this line segment can be determined?














A.

Subtract 8 – 1.











B.

Subtract 8 – 3.











C.

Add 1 + 3.











D.

Add 1 + 8.

Answer 10

subtract 8 - 1

Answer 11

What is the length of the line segment shown on this coordinate grid?
























A.

2 units











B.

3 units











C.

4 units











D.

6 units

Answer 12

need the line segmants

Answer 13

you have a vertical line...count how many spaces are between the points and what do you get ?

Answer 14

one point is on 6 and 1 point is on 2....whats 6 - 2 ?

Answer 15

or how many spaces are between 6 and 2

Answer 16

huh?

Answer 17

when you have a vertical line (both x's are the same) or a horizontal line (both y's are the same), then you can take the distance of the other variables by subtracting one from the other.
The answer to this question is 4 units...6 - 2 = 4
understand ?

Answer 18

its just a matter of counting when it comes to vertical or horizontal lines. However, if they are not vertical or horizontal, you would use the formula I used in the first problem

Answer 19

A line segment is drawn from (+4, +2) to (+4, +5) on a coordinate grid.

Which answer explains one way that the length of this line segment can be determined?














A.

Subtract 4 – 2











B.

Subtract 5 – 2











C.

Add 4 + 2











D.

Add 2 + 5

Answer 20

same x points....so what is the difference in the y points...the difference is: subtract 5 - 2

Answer 21

Which answer explains one way that the length of this line segment can be determined?
























A.

Add 4 + 7.











B.

Add 1 + 4.











C.


Subtract 7 – 4.











D.


Subtract 4 – 1.

Answer 22

subtract 7 - 4

Answer 23

do you have more lala ?