Factorise using suitable identities 116x² + 64x⁴ I will brainlist if right answer
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=4x^2(29+16x^2)
This can not be factorise further.
REASON
Let f(x)=4x^2(29+16x^2)
According to remainder theorem,
When x=a(let) and f(a)=0
the x-ais the factor of f(x).
But in this function,
any value of x will give answer greater than 0(except 0, which will give x is factor of f(x) which is already taken common)
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