Find the product of a² (2ab – 5c + 10ab - abc).
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Answer:
The product is 2a³b - 5a²c +10a³b - a³bc
Step-by-step explanation:
In context to the given question we have to find the product of the given equation
Given;
a² (2ab – 5c + 10ab - abc)
we know that;
a² will be multiplied each and every term of the equation;
= a² (2ab) - a²(5c) +a² (10ab) - a² (abc)
as we know that the power is added if the base of the numbers is same;
= [2 (a)²⁺¹ b] - 5a²c + [10(a)¹⁺²b] - [ (a)¹⁺²bc]
= 2a³b - 5a²c +10a³b - a³bc
Therefore,
The product is 2a³b - 5a²c +10a³b - a³bc
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