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Luden [163]
3 years ago
10

Melinda first two test grades are 87 and 94. what,does she need to get on her third test to maintain at least an average of 90?

Mathematics
2 answers:
snow_tiger [21]3 years ago
8 0
Hello,

<span>Melinda first two test grades are 87 and 94. what, does she need to get on her third test to maintain at least an average of 90?

she will need at least an 89 to get the perfect 90
and she'll need 90 or above to get a higher grade than 90

hope this help you


</span>
puteri [66]3 years ago
8 0
87+94+x
------------ ≥ 90, or
       3

87+94+x ≥ 270, or x≥89 (answer)
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blsea [12.9K]

Answer:

(~1.6,~-8.6)/(1.599,-8.597)

Step-by-step explanation:

This uses the system of equations, if you'd like to find more examples. First, let's mess with the first equation and solve for the easiest findable variable.

1. 3x+8y = -13 -> x = (-13-8y)/3 & y = (-13-3x)/8

2. Using the x equation because it's easier to use when entering into the second equation, we can get 14(-13-8y/3)

(-182-112y)/3 = -10 = 3y/5 is then our new eqn,

Then, we can make the fractions on the right and left equal and find y

9y/15 = -910-560y/15 ->

9y = -910-560y

569y = -910

y = 1.599

3. Now, insert 1.599 into the first x equation we made, x = (-13-8y)/3

to get x = -8.597

4. Your solution is 1.599, -8.597 or ~1.6,~-8.6

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