Answer:
Yes, there is. The shape I have the same measure that shape V, so if you do a translation adding 3 units in every x-coordinate and subtracting 4 in every y-coordinate of shape I it will be in the same place that shape V
Answer:
It is A) -4
Step-by-step explanation:
Answer:
Domain of inverse: 
Range of inverse: 
Explanation:
The domain and range swap. This is because the inputs (x) and outputs (y) swap roles when going from the original function to the inverse, and vice versa.
The first equation will turn into -18x -6y = -18, and the second equation will turn into 14x + 6y = 18. The y terms will cancel out when you add the equations together.
Answer:



And that's different from the claim of the student that:

The error of the student is that he/she changes the sign of the inequality from
to
and that's not possible since we don't multiply both sides of the equation by -1
Step-by-step explanation:
For this case we have the following inequality:

We want to rewrite the last expression with y in the left and x in the right so we can begin adding 3 in both sides of the inequality and we got:

Now we can divide both sides of the inequality by 2 and we got:

And that's different from the claim of the student that:

The error of the student is that he/she changes the sign of the inequality from
to
and that's not possible since we don't multiply both sides of the equation by -1