Hence, the factorization of given function is (12x-25)(12x+25).
What is factorization?
In mathematics factorization is resolving into factors such that when factors multiplied together give the original function or number.
How to solve?
\(a^{2}\)-\(b^{2}\)=(a-b)(a+b)
By using the identity above , 144\(x^{2}\)-25=\((12x)^{2}\)-\(25^{2}\)=(12x-25)(12x+25)
Hence, the factorization of given function is (12x-25)(12x+25).
formula used=\(a^{2}\)-\(b^{2}\)=(a-b)(a+b)
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