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(5x^4 +6)^2 how do I square the expression?
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I think you must use the identity right here. \(\Rightarrow (5x^4 + 6)^2 = (5x^4)^2 + 2(6)(5x^4) + 6^2\)
(a+b)^2- a^2 + 2ab+ b^2 like that??
\[(5^{4} + 6){2} = (5x{4} + 6)(5x{4} + 6)\]
its an identity lol
@jk_16, what did you get for your final answer.??
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The question could not be answered by anyone else but @jk_16, because it was asked how you would square the expression lol
The way I would square it is probaby different from the way you would. Excluding the fact it is a "Special Product" I would use the old fashion way.
a=5x^4 b=6 (5x^4)^2 + 2*6*5x^4 + 6^2 how I did it
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