Solved

The Problem Tells How Many Units and in What Direction $y=x^{3}$

Question 331

Multiple Choice

The problem tells how many units and in what direction the graph of the given equation is to be shifted. Give an
equation for the shifted graph. Then sketch the original graph with a dashed line and the shifted graph with a solid line.
- $y=x^{3}$
Down 6, left 5

$The problem tells how many units and in what direction the graph of the given equation is to be shifted. Give an equation for the shifted graph. Then sketch the original graph with a dashed line and the shifted graph with a solid line. - y=x^{3} Down 6, left 5 A) A) y-6=(x-5) ^{3} B) y+6=(x+5) ^{3} C) C) y+6=(x-5) ^{3} D) y-6=(x+5) ^{3}$

A) A) $y-6=(x-5) ^{3}$
$The problem tells how many units and in what direction the graph of the given equation is to be shifted. Give an equation for the shifted graph. Then sketch the original graph with a dashed line and the shifted graph with a solid line. - y=x^{3} Down 6, left 5 A) A) y-6=(x-5) ^{3} B) y+6=(x+5) ^{3} C) C) y+6=(x-5) ^{3} D) y-6=(x+5) ^{3}$

B) $y+6=(x+5) ^{3}$
$The problem tells how many units and in what direction the graph of the given equation is to be shifted. Give an equation for the shifted graph. Then sketch the original graph with a dashed line and the shifted graph with a solid line. - y=x^{3} Down 6, left 5 A) A) y-6=(x-5) ^{3} B) y+6=(x+5) ^{3} C) C) y+6=(x-5) ^{3} D) y-6=(x+5) ^{3}$

C) C) $y+6=(x-5) ^{3}$
$The problem tells how many units and in what direction the graph of the given equation is to be shifted. Give an equation for the shifted graph. Then sketch the original graph with a dashed line and the shifted graph with a solid line. - y=x^{3} Down 6, left 5 A) A) y-6=(x-5) ^{3} B) y+6=(x+5) ^{3} C) C) y+6=(x-5) ^{3} D) y-6=(x+5) ^{3}$

D) $y-6=(x+5) ^{3}$
$The problem tells how many units and in what direction the graph of the given equation is to be shifted. Give an equation for the shifted graph. Then sketch the original graph with a dashed line and the shifted graph with a solid line. - y=x^{3} Down 6, left 5 A) A) y-6=(x-5) ^{3} B) y+6=(x+5) ^{3} C) C) y+6=(x-5) ^{3} D) y-6=(x+5) ^{3}$

The Problem Tells How Many Units and in What Direction y=x3 y=x^{3} y=x3

Multiple Choice

Correct Answer:VerifiedUnlock this answer nowGet Access to more Verified Answers free of chargeAccess For Free

The Problem Tells How Many Units and in What Direction $y=x^{3}$

Correct Answer:
Verified
Unlock this answer now
Get Access to more Verified Answers free of charge