Three different linear functions are represented ...

Algebra

Question

Three different linear functions are represented in the table.

Which is the correct order of the functions from least to greatest steepness with respect to the rate of change?

A. Function A, Function B, Function C

B. Function C, Function B, Function A

C. Function B, Function A, Function C

D. Function B, Function C, Function A

Answer

Solution

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Step \( 1 \) of 2: Set up the proportion for the word problem. Use \( x \) as the unknown variable.

A: See Answer #Algebra

Ali's latest photo got \( 42 \) likes. This is \( 3 \) times as many likes as Kate's latest photo. How many likes did Kate's photo get? Select the correct solution method below, using \( x \) to represent Kate's likes.

A. \( 3 x = 42 \) . Divide both sides by \( 3 \) . Kate's photo got \( 14 \) likes.

B. \( \frac { x } { 3 } = 42 \) . Multiply both sides by \( 3 \) . Kate's photo got \( 126 \) likes.

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A. \( 3 x = 42 \) . Divide both sides by \( 3 \) . Kate's photo got \( 14 \) likes.

B. \( \frac { x } { 3 } = 42 \) . Multiply both sides by \( 3 \) . Kate's photo got \( 126 \) likes.

C. \( x + 3 = 42 \) . Subtract \( 3 \) from both sides. Kate's photo got \( 39 \) likes.

D. \( x - 3 = 42 \) . Add \( 3 \) to both sides. Kate's photo got \( 45 \) likes.

A: See Answer #Algebra

A. \( 3 x = 42 \) . Divide both sides by 3. Kate's photo got \( 14 \) likes.

B. \( \frac { x } { 3 } = 42 \) . Multiply both sides by \( 3 \) . Kate's photo got \( 126 \) likes.

C. \( x + 3 = 42 \) . Subtract \( 3 \) from both sides. Kate's photo got \( 39 \) likes.

D. \( x - 3 = 42 \) . Add \( 3 \) to both sides. Kate's photo got \( 45 \) likes.

A: See Answer #Algebra

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B. \( 46 + x = 21 \)

C. \( x - 46 = 21 \)

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