1. How are the functions y = x and y = x – 3 related? How are their graphs related? Each output for y = x – 3 is 3 more than the corresponding output for y = x. The graph of y = x – 3 is the graph of y = x translated down 3 units. Each output for y = x – 3 is 3 more than the corresponding output for y = x. The graph of y = x – 3 is the graph of y = x translated up 3 units. Each output for y = x – 3 is 3 less than the corresponding output for y = x. The graph of y = x – 3 is the graph of y = x translated down 3 units. Each output for y = x – 3 is 3 less than the corresponding output f
@zepdrix
@mathstudent55
Just test a number. For x=4:\[\large\rm y=x-3\qquad\to\qquad y=1\]\[\large\rm y=x\qquad\qquad\to\qquad y=4\] So what can you say about the outputs? :o
they are different
im confused tho.. what does that have to do with the problem? @zepdrix
Each output of y=x-3 is `3 more` or `3 less` than y=x. We're picking an x, and comparing the outputs. This will help us narrow down our options. When we plugged in x=4, Did we get y=x-3 output being `3 larger` or `3 smaller` than the y=x output
You can't just say that they're different, that's not enough information :)
ohhhhh. that makes sense. thanks for your help
im still confused
@confluxepic
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