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Amanda's first four test scores are 77, 95, 84, and 69. What does Amanda need to score on the next test to have at least an 82 average?
A)
85 or greater
B)
90 or greater
C)
greater than 85
D)
greater than 92
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OpenStudy (anonymous):
Thanks for your help in advance! :)
OpenStudy (anonymous):
hmm
OpenStudy (fortytherapper):
Let's find the average of his first 4 test scores. What would that be?
OpenStudy (anonymous):
hmm
OpenStudy (landon34):
do you know how to find the mean?
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OpenStudy (anonymous):
yeah add the numbers then divide the number of numbers right?
OpenStudy (landon34):
yeah.
OpenStudy (anonymous):
to the sum of all the numbers?
OpenStudy (landon34):
you add up all the numbers and then divide by the number of numbers
OpenStudy (anonymous):
you add all the scores up and divided them by how many numbers you added up. In this case, you'd add 77, 75, 84, and 69. Then you divided by four because there are four numbers.
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OpenStudy (anonymous):
so in this case............. all combined would be 325 divided by 4 would be..............
OpenStudy (anonymous):
total is 81.25
OpenStudy (landon34):
yep.
OpenStudy (anonymous):
81.25!
OpenStudy (landon34):
you got it.
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OpenStudy (anonymous):
So what is it asking in this case?
OpenStudy (fortytherapper):
Alright, so you got 81.25. Now if those 5 test are 100% of his grade, what % would each test be worth?
OpenStudy (anonymous):
or what is the answer lol.
OpenStudy (anonymous):
so dividing 100 and 5 would be..............
OpenStudy (anonymous):
20%
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OpenStudy (anonymous):
20%, right
OpenStudy (anonymous):
awesomesauce!
OpenStudy (landon34):
yeah
OpenStudy (fortytherapper):
Right! Which would also be .20 out of 1. See how I got that part?
OpenStudy (anonymous):
20 out of 1?
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OpenStudy (fortytherapper):
.20, not 20
OpenStudy (anonymous):
.20 ok
OpenStudy (anonymous):
20% = 0.20
OpenStudy (fortytherapper):
So since you got those two numbers, multiply 81.25 and .20 for me
That will give you his current grade
OpenStudy (anonymous):
ok because 20% is some of it not all so it would be behind the decimal ok i get it.
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OpenStudy (anonymous):
ok.
OpenStudy (fortytherapper):
And right
OpenStudy (anonymous):
16.25?.....
OpenStudy (fortytherapper):
Wait, my fault
I meant multiply 81.25 and .80
OpenStudy (anonymous):
oh ok lol
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OpenStudy (fortytherapper):
Because he's completed 4/5 test and 4/5 = .80
My bad
OpenStudy (anonymous):
ooh 65%
OpenStudy (fortytherapper):
Yes, so thats what he has
OpenStudy (anonymous):
that is not a good or passing grade XD
OpenStudy (landon34):
lol
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OpenStudy (anonymous):
so what is the answer @FortyTheRapper?
OpenStudy (landon34):
in my school, 72% is passing.
OpenStudy (anonymous):
cause 65% not a answer choice @FortyTheRapper
OpenStudy (fortytherapper):
Now the grade he wants is a 82, but he has a 65.. so lets subtract 82 and 65
OpenStudy (anonymous):
17%
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OpenStudy (fortytherapper):
That will get him the number of points out of the 20% he needs
And right, 17/20
OpenStudy (fortytherapper):
So last step is to convert
20 times ? = 100
OpenStudy (anonymous):
yes
OpenStudy (whpalmer4):
this is kind of a complicated way of doing it...
If the student needs 82% average for 5 tests, each worth 100 points, and previous test scores are 77, 95, 84, and 69:
\[\frac{\text{points earned}}{\text{points possible}} \ge 82\%\]
But points earned will be \[77+95+84+69 +x\]where \(x\) is the score on the upcoming test.
\[\frac{77+95+84+69 +x}{100+100+100+100+100} = 0.82\]will give the lowest score possible to get an \(82\%\) average.
OpenStudy (anonymous):
5
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OpenStudy (anonymous):
20 times 5 is 100
OpenStudy (fortytherapper):
Right, so to convert you would do the same to the top
17 times 5 = ?
-----
20 times 5 = 100%
OpenStudy (anonymous):
17 times 5 is 85.
OpenStudy (fortytherapper):
Right, so he would need a 85/100 to get that 82 average
OpenStudy (anonymous):
correct!
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OpenStudy (anonymous):
so A?
OpenStudy (fortytherapper):
Yep
OpenStudy (anonymous):
ok tysm @FortyTheRapper here is your medal and fan!