Solve the Problem $x+y \leq 2000$ $x \leq 4 y$

Multiple Choice

Solve the problem.
-A person with no more than $2000 to invest plans to place the money in two investments, telecommunications and pharmaceuticals. The telecommunications investment is to be no more than 4
Times the pharmaceuticals investment. Write a system of inequalities to describe the situation. Let
X = amount to be invested in telecommunications and y = amount to be invested in pharmaceuticals.

A)
$x+y \leq 2000$
$x \leq 4 y$
$x \geq 0$
$y \geq 0$
B)
$x+y=2000$
$x \leq 4 y$
$x \geq 0$
$y \geq 0$
C)
$x+y=2000$
$y \geq 4 x$
$x \geq 0$
$y \geq 0$
D)
$x+y \leq 2000$
$4 x \leq y$
$x \geq 0$
$y \geq 0$