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rusak2 [61]
3 years ago
11

Complete this statement

Mathematics
1 answer:
nadya68 [22]3 years ago
6 0

We have to complete the statement of

20ax^2+25ax+15a = 5a\left ( \   \   \   \   \  \    \right )

The left hand side is given by

20ax^2+25ax+15a

Now when we take GCF as 5a, then we have to divide each term of the expression with 5a. Thus, we have

20ax^2+25ax+15a = 5a \left (\frac{20ax^2}{5a}+\frac{25ax}{5a}+\frac{15a}{5a}   \right )\\
\\
20ax^2+25ax+15a = 5a\left ( 4x^2 +5x+3 \right )

Therefore, to complete the statement we need to enter 4x^2 +5x+3 in the box.

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For employee 1 = 2.5

For employee 2 = 8.6

For employee 3 = 4.4

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number of hour worked= H

total money earned =T

earning per hour =M

we have the following relations:

H =T/M

M =T/H

For employee 1 we have:

T=23.75$

M =9.50$

We calculate H by using the above equations, so we have:

H =23.75/9.50= 2.5

For employee 2 we have:

T=28.38 $

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We calculate M by using the above equations, so we have:

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For employee 3 we have:

T=38.50$

M =8.75$

We calculate H by using the above equations, so we have:

H =38.50/8.75= 4.4

For employee 4 we have:

T=55 $

H =5.5

We calculate M by using the above equations, so we have:

M =55/5.5=10

For employee 5 we have:

T =60 $

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We calculate M by using the above equations, so we have:

M =60/2.5 = 24

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