Factorise the following using appropriate identities.
18a2 – 50
Take out common factor 2
⇒ 18a2 – 50 = 2 (9a2 - 25)
Now
9a2 can be written as (3a)2
25 can be written as 52
⇒ 18a2 – 50 = 2 ((3a)2 – 52)
using the identity (a + b) × (a – b) = a2 – b2
here a = 3a and b = 5
therefore 18a2 – 50 = 2 (3a + 5) (3a – 5)
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