Factorise 32x² - 18y²
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Given: The expression 32x² - 18y²
To find: Factorise the given expression.
Solution:
- We have provided with the term 32x² - 18y².
- Now lets take common multiple out of the bracket, we get:
2 x (16x² - 9y²)
- Now we can see that it can form a square.
2 x ((4x)² - (3y)²)
- Now we know the identity: (a² - b²) = (a - b)(a + b)
- So applying the identity, we get:
2 x { (4x - 3y)(4x + 3y) }
- So after factorisation, answer is:
2(4x - 3y)(4x + 3y)
Answer:
So the factorisation of 32x² - 18y² is 2(4x - 3y)(4x + 3y)
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