What type of special product can be used to find the product f (x+2y-3z)^2?
a. Square of a Binomial
C. Square of a Trinomial
b. Sum and Difference of Two Binomials
d. Cube of a Binomial
a. Square of a Binomial
C. Square of a Trinomial
b. Sum and Difference of Two Binomials
d. Cube of a Binomial
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C.
Step-by-step explanation:
una e SQUARe mo tapos TRi mo tas the last NOMIAL which is SQUARE OF A TRINOMIAL
Answer:
d.
Step-by-step explanation:
x+2y−3z)2
=(x+2y+−3z)(x+2y+−3z)
=(x)(x)+(x)(2y)+(x)(−3z)+(2y)(x)+(2y)(2y)+(2y)(−3z)+(−3z)(x)+(−3z)(2y)+(−3z)(−3z)
=x2+2xy−3xz+2xy+4y2−6yz−3xz−6yz+9z2
=x2+4xy−6xz+4y2−12yz+9z2