Question

the factories form of 3 + 23 y - 8 y square​

Answer 1

Answer:

$\huge{\underline{Question:-}}$

the factories form of 3 + 23 y - 8 y ^2 square

$\huge{\underline {Answer:-}}$

23y - 8y^2 +3 = 0

$\implies$ 8y^2 - 23y -3 = 0

After solving by middle term splitting , we get ,

$\boxed{factors\: are = (3-y), (1-8y)}$

Answer 2

Answer:

3 + 23y - 8y*2

-8y*2 + 23y + 3

-8y*2 + 24y - y + 3

-8y ( Y - 3 ) - 1 ( y - 3 )

( -8y -1 ) ( Y -3 )