Determine the value of k for trinomial to be a perfect square

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CORRECTION: For the first trinomial k = -12 and 12
Both should have been mentioned
Thanks to Subscriber for pointing out.
product of sum and difference is difference of squares. Perfect square of a binomial is a trinomial. Many questions involve finding the value of unknown in the trinomial to make it a perfect square.
#anilkumar #GlobalMathInstitute #GCSE #SAT #SpecialProducts #differenceofsquares #perfectsquare #mpm2d #FactorTrinomials #ExpandPolynomials #simplifyPolynomials

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kianafilippetto

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i__daour

The description says k=-12 and 12, Im still stuck on it till now🤣

cqgod

Also one last question you know the second problem and it was -2(3x) why wasnt it -6x?

nf.nights

What will happen if. At the place of 9 ..we dont have perfect square..

jasmeenkaur

my problem is 3x^2 +42x+m I cannot solve it with 3 to find value of m? can you help please?

jennynguyen

I dont really understand the second problem you mind explaining it

nf.nights

what if the missing "k" is the coefficient of x² ?

tutstorial

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