Question

Select the correct answer from each drop-down menu. A rope is cut into three pieces. The lengths are given as \( 2 a b(a-b), 3 a^{2}(a+2 b) \), and \( b^{2}(2 a-b) \). The expression representing the total length of the rope is If \( a=2 \) inches and \( b=3 \) inches, the total length of the rope is 93 \( \square \) inches. Reset Next

          Select the correct answer from each drop-down menu.

A rope is cut into three pieces. The lengths are given as \( 2 a b(a-b), 3 a^{2}(a+2 b) \), and \( b^{2}(2 a-b) \).
The expression representing the total length of the rope is If \( a=2 \) inches and \( b=3 \) inches, the total length of the rope is

93
\( \square \) inches.
Reset
Next

Select the correct answer from each drop-down menu.

A rope is cut into three pieces. The lengths are given as 2 a b(a-b), 3 a^2(a+2 b), and b^2(2 a-b).
The expression representing the total length of the rope is If a=2 inches and b=3 inches, the total length of the rope is

93
□ inches.
Reset
Next

Added by Scott B.

Algebra A Combined Function

Elayn Martin-Gay 4th Edition

Chapter 2

Instant Answer

Solved by Expert Anas Venkitta

Step 1

Step 1: Identify the expressions for the lengths of the three pieces of rope: - First piece: \( 2ab(a-b) \) - Second piece: \( 3a^2(a+2b) \) - Third piece: \( b^2(2a-b) \) Show more…

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Select the correct answer from each drop-down menu. A rope is cut into three pieces. The lengths are given as \( 2 a b(a-b), 3 a^{2}(a+2 b) \), and \( b^{2}(2 a-b) \). The expression representing the total length of the rope is If \( a=2 \) inches and \( b=3 \) inches, the total length of the rope is 93 \( \square \) inches. Reset Next