Question

the average weekly salary of two employees is $750. One makes $200 more than the other. Find their salaries.
one employee makes $ ? and the other makes?

Answer 1

So first we start with division:

$750 divided by 2 equals $375.

Since one employee gets more than the other, we need to add more onto his/her salary.

So, next is addition.

$375 plus $200 equals $575.

So, one employee makes $375 while the other has an increase in his salary, so they get paid $575.

Hope I helped you!

Answer 2

The salary of two employees as per linear equation are $650 and $850 respectively.

What is a linear equation?

A linear equation is an equation where the variable or variables has the highest degree of 1.

Given, the average weekly salary of two employees is $750.

Therefore, the total weekly salary of the two employees is = $750 × 2 = $1500.

One makes $200 more than the other weekly .

Let, the weekly salary of one employee is x.

Therefore, the weekly salary of the other employee is = (x + $200)

Now, x + (x + $200) = $1500

⇒ 2x + $200 = $1500

⇒ 2x = $1300

⇒ x = $650

Therefore, the weekly salary of one employee is = $650.

The weekly salary of other employee is = ($650 + $200) = $850

Learn more about a linear equation here: https://brainly.com/question/23009246

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