Question

factors of 1443
$x ^{2} + 2x - 1443$
​

Answer 1

● The factors of 1443 are :
1, 3, 13, 37, 39, 111, 481, 1443.

● The factorization of ${x}^{2} + 2x - 1443$
= ${x}^{2} + 39x - 37x - 1443$
= $x(x + 39) - 37(x + 39)$
= $(x + 39)(x - 37)$

Hope, it helped you.

Answer 2

${\huge{\mathfrak{\red{G}{iven}}}}$

${x^2 +2x -1443=0}$

${\huge{\mathfrak{\red{T}{o\:find}}}}$

The roots

${\huge{\mathfrak{\red{B}{rainliest\:answer}}}}$

${x^2+39x-37x-1443=0}$

-» ${x(x+39)-37(x+39)=0}$

-» ${(x+39)(x-37)=0}$

-» x + 39 = 0 -» x - 37 = 0

-» x = -39. -» x = 37

Therefore, x = -39,37

${\huge{\mathfrak{Be\:Brainly}}}$