Algebra 1
Linear functions
Transformations of linear functions
ACCOUNT REQUIRED
Unlock all 20 questions & worked solutions
You're viewing a free preview. Create an account to access the complete question set, step-by-step solutions, and progress tracking.
All Questions
Access the full question set for every topic.
Worked Solutions
Step-by-step explanations for every answer.
Track Progress
Mark questions right or wrong and monitor your growth.
It's Free
No credit card required - sign up in under a minute.
Questions
Question 1
176739
The parent function is \(f(x) = x\). Describe the transformation that produces each function and state the \(y\)-intercept of each.
(a) \(g(x) = x + 6\)
(b) \(h(x) = x - 4\)
(c) \(k(x) = x + 0\)
Part a:
Shifted 6 units down; \( (0,-6) \)
Shifted 6 units up; \( (0,6) \)
Correct
Shifted 6 units right; \( (6,0) \)
Slope changed to 6; \( (0,0) \)
Part b:
Shifted 4 units up; \( (0,4) \)
Shifted 4 units left; \( (-4,0) \)
Slope changed to \( -4 \); \( (0,0) \)
Shifted 4 units down; \( (0,-4) \)
Correct
Part c:
Shifted 1 unit up; \( (0,1) \)
Reflected over the \( x \)-axis
Vertically stretched
No shift - parent function; \( (0,0) \)
Correct
📚 Want More Questions?
There are 19 more questions available. Create your free account to access the complete question set with detailed solutions.