x²/4-16z² factories answer is 1/4(x+8z)(x-8z)
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Question:
Factorise: x^2/4 - 16z^2.
Solution:
=> x^2/4 - 16z^2
=> (x/2)^2 - (4z)^2
Note: a^2 - b^2 = (a+b)(a-b)
Thus, applying the above formula,
we have;
=> {(x/2) + 4z}•{(x/2) - 4z}
=> {(x+8z)/2}•{(x-8z)/2}
=> (1/4)•(x+8z)(x-8z)
Thus, factorised form of the given polynomial is (1/4)•(x+8z)(x-8z).
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