what is the special product (product) of (m-11)³
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what is the special product (product) of (m-11)³
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Answer:
(m-11)³
= x x
=
Answer:
m³-22m²+242m-1331
Step-by-step explanation:
(m-11)³ is an example of cube of a binomial, which leads to a special product. To solve the cube of a binomial, follow this equation:
(x±y)³=x³±2x²y+2xy²±y³
Back to (m-11)³. To solve, follow the equation above. Substitute the value, we got
(m-11)³=m³-2(m)²(11)+2(m)(11)²-11³
Simplifying that solution, we got
(m-11)³=m³-22m²+242m-1331