Question #6450605Fill in the Blank
Algebra-2
Question
Simplify the expression : __________.
Answer & Analysis
Analysis
Question Analysis
This problem assesses the student's ability to multiply radical expressions with different radicands.
This problem assesses the student's ability to multiply radical expressions with different radicands.
Key Concept Explanation
When multiplying two radical expressions with the same index, the product of the radicands becomes the new radicand, and the product of the coefficients outside the radicals becomes the new coefficient. The formula is: .
When multiplying two radical expressions with the same index, the product of the radicands becomes the new radicand, and the product of the coefficients outside the radicals becomes the new coefficient. The formula is: .
Step-by-step Solution
1. Identify the coefficients and radicands: and
2. Multiply the coefficients:
1. Identify the coefficients and radicands: and
2. Multiply the coefficients:
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