Question

The product of consecutive every integer is a 528 the coordinator equations corresponding of above statement is

Answer 1

Question

The product of consecutive every integer is a 528 the coordinator equations corresponding of above statement is

Given

• The product of consecutive every integer is a 528

Required to Find

The coordinator of above statement.

Solution

two consecutive integer

$\sf \: (2x) ,2x + 2$

$\sf \: (2x)(2x + 2) = 528$

$\sf4x(x + 1) = 528$

$\sf { x}^{2} + x = \frac{528}{4} = 132$

$\sf {x}^{2} + x - 132 = 0$

Hence,

X is a smaller integer

x + 2 is a consecutive even integer to X

your answer is x(x + 2) = 528