Question

$do factor of a ^{2} - 14a - 567$

Answer 1

Heya !

Here's your answer !!

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Factorisation of Trinomials

a² - 14a - 567

We'll factorise it by splitting the middle term into two terms.

=> a² - 33a + 19a - 567

=> a ( a - 33 ) + 19 ( a - 33 )

=> ( a + 19 ) ( a - 33 ) ANS


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THANKS !!

Answer 2

hey mate here is your answer ✌♥

a²-14a-567

by completing square method

a(a-14)-567

(a-7)²-616

-(-a+2√154 +7) (a+2√154 -7)

so roots are

a=7-2√154

or

a=7+2√154

hope it will help you

mark me brainliest ✌✌✌✌