Factors of 49p2−36 are:
(7p - 6) (7p + 6)
(7p - 6) (7p - 6)
(7p + 6) (7p + 6)
(6p - 7) (7p - 6)
Factorise using identity (a)2−(b2)=(a+b)(a−b):
49p2−36 can be written as (7p)2−(6)2=(7p−6)(7p+6) This cannot be factorised into any further factors.
Factors of 49p2−36 are:
Factors of 49p2−36 is/are:
Which of the following is/are factor(s) of 49p2−36?
Question 76
Solve the following:
4(3p+2)-5(6p-1)=2(p-8)-6(7p-4)