Use multiplication to expand the expression below. Then compute and/or simplify.
(5b)^3
To expand the expression (5b)^3, we need to multiply (5b) by itself three times:
(5b)^3 = (5b) * (5b) * (5b)
First, we can simplify the multiplication of (5b) * (5b):
(5b) * (5b) = 5 * 5 * b * b = 25b^2
Now we can multiply 25b^2 by (5b):
25b^2 * (5b) = 25 * 5 * b^2 * b = 125b^3
Therefore, the expression (5b)^3 simplifies to 125b^3.
so what's the simplified answer and the original answer.
The simplified answer is 125b^3.
The original answer is (5b)^3, which means that the expression is equal to 125b^3.
so what's the expanded form answer and the original answer.
Apologies for the confusion in my previous responses. Let's correctly expand the expression and provide both the expanded form answer and the original answer.
To expand the expression (5b)^3, we need to multiply (5b) by itself three times:
(5b)^3 = (5b) * (5b) * (5b)
Multiplying (5b) * (5b) * (5b):
= 5 * 5 * 5 * b * b * b
Simplifying the multiplication:
= 125 * b^3
Therefore, the expanded form of the expression (5b)^3 is 125b^3.
The original answer is also 125b^3.
what is the answer and the expanded form asnwer
I apologize for the confusion in my previous responses. Let me provide the correct answer and expanded form answer.
To expand the expression (5b)^3, we need to multiply (5b) by itself three times:
(5b)^3 = (5b) * (5b) * (5b)
Multiplying (5b) * (5b) * (5b):
= (5*5*5) * (b*b*b)
Simplifying the multiplication:
= 125 * b^3
Therefore, the expanded form of the expression (5b)^3 is 125b^3.
The answer is also 125b^3.