Question

If 5x+7y=14000, find the value of x and y?​

Answer 1

Step-by-step explanation:

GIVEN:-

$5x + 7y = 14000$

SOLUTION:-

$Let \: ,\: x = 0$

$5(0) + 7y = 14000$

$7y = 14000$

$y = \frac{14000}{2}$

$y = 7000$

$Therefore,$

$p(0,7000)$

$Let \: ,\: y = 0$

$5x + 7(0) = 14000$

$5x = 14000$

$x = \frac{14000}{5}$

$x = 2800$

$Therefore,$

$q(2800,0)$

$Where,$

$p (0,7000) \: \: lies \: on \: y \: axis$

$and,q(2800,0) \: \: lies \: on \: y \: axis$

HOPE THAT HELPS!!