Jamal erans 125,000 a year as a systems analyst. He wants to know how much he will earn if he continues to at the same rate of pay for 7 years.
responses
125,000 = 7x
x = 125,000/7
125,000= 7/x
y= 125,000 x 7
y= 875,000
To calculate how much Jamal will earn if he continues at the same rate of pay for 7 years, we need to solve for x in the equation 125,000 = 7x.
To isolate x, we divide both sides of the equation by 7, giving us x = 125,000/7.
Now, to find out how much Jamal will earn in 7 years, we multiply his annual salary of $125,000 by 7:
125,000 x 7 = $875,000.
Therefore, Jamal will earn $875,000 if he continues at the same rate of pay for 7 years.
To calculate how much Jamal will earn if he continues at the same rate of pay for 7 years, you need to divide his annual salary by the number of years.
First, divide $125,000 (Jamal's annual salary) by 7 (the number of years):
$x = \frac{125,000}{7}$
This will give you the value of x, which represents Jamal's yearly earnings. In this case, $x$ is approximately $17,857.14.
Alternatively, you can also calculate the total amount Jamal will earn over 7 years by multiplying his annual salary by the number of years:
$y = 125,000 \times 7$
This will give you the total amount Jamal will earn, which is $875,000.