Question

Find x and y in the following equation (3x - 4y - 24)² + (5x + 2y - 14)² = 0​

Answer 1

Answer:

the equation is (3x - 4y - 24)² + (5x + 2y - 14)² = 0

if x is equal to 12 & y is equal to 3

then, simplify :-

$= 3 \times 12 \: - \: 4 \times 3 \: - \: 24$

$= 36 \: - \: 12 \: - \: 24$

$= 0$

now,

$= 5 \times 12 \: + \: 2 \times 3 - 14$

$= 60 + 6 - 14$

$= 66 - 14$

$= 52$

you question in wrong, the equation will be

(3x - 4y - 24)² + (5x + 2y - 14)² = 52

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