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NemiM [27]
4 years ago
5

Simplify the expression

Mathematics
2 answers:
andrew-mc [135]4 years ago
8 0
Collect and simplify like terms.

   8c - 4 - 2c + 5
= (8c - 2c) + (-4 + 5)
= (6c) + (1)
= 6c + 1

Therefore your answer is 6c + 1

il63 [147K]4 years ago
5 0
Simplifying expressions is easy as all we must do is combine like-terms.

8c-4-2c+5     Here, we can see that the "c's" are like terms and the regular                          numbers are like terms.
6c-4+5          We combined the -2 and 8 to get 6, and then added our "c" back.
                      
6c+1             Here, we simply added the -4 and 5, or simply put 5-4, which                          equals 1.

Using the math above, we can see that the simplest form of this equation is 6c+1.
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Answer:

For employee 1 = 2.5

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For employee 3 = 4.4

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Step-by-step explanation:

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 $

H =3.3

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

M =28.38/3.3 =8.6

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 $

H =2.5

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

M =60/2.5 = 24

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