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Which statement best shows how the vertical shift affects the parent function y=x when shifted to y=x+5?(1 point) Responses y=x...
Which statement best shows how the vertical shift affects the parent function y=x
when shifted to y=x+5
?(1 point)
Responses
y=x+5
will have each point 5 steps to the left of y=x
.
y equals x plus 5 will have each point 5 steps to the left of y equals x .
y=x+5
will have each point 5 steps lower than y=x
.
y equals x plus 5 will have each point 5 steps lower than y equals x .
y=x+5
will have each point 5 steps higher than y=x
.
y equals x plus 5 will have each point 5 steps higher than y equals x .
y=x+5
will have each point 5 steps to the right of y=x
.
when shifted to y=x+5
?(1 point)
Responses
y=x+5
will have each point 5 steps to the left of y=x
.
y equals x plus 5 will have each point 5 steps to the left of y equals x .
y=x+5
will have each point 5 steps lower than y=x
.
y equals x plus 5 will have each point 5 steps lower than y equals x .
y=x+5
will have each point 5 steps higher than y=x
.
y equals x plus 5 will have each point 5 steps higher than y equals x .
y=x+5
will have each point 5 steps to the right of y=x
.
Answers
There are no human answers yet.
Answered by
GPT-4o mini
The correct statement is:
**y=x+5 will have each point 5 steps higher than y=x.**
When you add a constant to a function, it results in a vertical shift upwards. In this case, adding 5 to the function \( y = x \) shifts it upward by 5 units.
**y=x+5 will have each point 5 steps higher than y=x.**
When you add a constant to a function, it results in a vertical shift upwards. In this case, adding 5 to the function \( y = x \) shifts it upward by 5 units.
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