The monthly salary S of a shop assistant is the of a fixed salary of - 500 plus 5- of all monthly sales- What should the monthly sales be so that her monthly salary reaches - 1500- 5000- 15000- 20000- 25000

Question

Toppr Admin · Accepted Answer

Let S be the total monthly salary and x be the monthly sales- henceS-500-5 - -xD7-xFind sales x- so that S-1500Hence-xA0-1500-500-5 - -xD7-x-500-0-05xSolve for x-x-1500-x2212-500-0-05-20000-xA0-

The monthly salary $S$ of a shop assistant is the sum of a fixed salary of 500 $p l u s$ 5 $1500$
5000$
15000$
20000$
25000$

Let $S$ be the total monthly salary and $x$ be the monthly sales, hence
$S = 500 + 5$ $%$ $\times x$
Find sales $x$ , so that $S = 1500$
Hence, $1500 = 500 + 5$ $%$ $\times x = 500 + 0.05 x$
Solve for $x$ :
$x = \frac{(1500 - 500)}{0.05} =$ 20000$

The monthly salary S of a shop assistant is the sum of a fixed salary of 500plus5 15005000$15000$20000$25000$

Let S be the total monthly salary and x be the monthly sales, henceS=500+5 % ×xFind sales x, so that S=1500Hence, 1500=500+5 % ×x=500+0.05xSolve for x:x=(1500−500)0.05=20000$

The monthly salary $S$ of a shop assistant is the sum of a fixed salary of 500 $p l u s$ 5 $1500$
5000$
15000$
20000$
25000$

Let $S$ be the total monthly salary and $x$ be the monthly sales, hence
$S = 500 + 5$ $%$ $\times x$
Find sales $x$ , so that $S = 1500$
Hence, $1500 = 500 + 5$ $%$ $\times x = 500 + 0.05 x$
Solve for $x$ :
$x = \frac{(1500 - 500)}{0.05} =$ 20000$