Question

2i^2-i-3 factorise pls tell fast plss​

Answer 1

Step-by-step explanation:

Given:-

2 i^2 - i - 3

To find:-

Factorise the expression 2 i^2 - i - 3

Solution:-

Given expression is 2 i^2 - i - 3

It can be written as

=> 2 i^2 + 2i - 3i -3

=> 2i ( i + 1 ) - 3 ( i + 1 )

=> ( i + 1 ) ( 2i - 3 )

Answer:-

2 i^2 - i - 3 = ( i + 1 ) ( 2i - 3 )

Check:-

( i + 1 ) ( 2i - 3 )

=> i ( 2i - 3 ) + 1 ( 2i - 3 )

=> 2 i^2 - 3i + 2i - 3

=> 2i^2 - i - 3

Answer 2

Step-by-step explanation:

Here is your answer:

=2i²–i–3

=2i²–2i+3i–3

=2i(i–1)+3(i–3)

=(i–1)(2i+3)

This might be the correct answer