Question

Which tables show a direct variation?

Choose all answers that are correct.
@563blackghost

Answer 1

Have you chosen any answer that you would think are correct?

Answer 2

ima guess B.

Answer 3

Direct variation is on how x gets to y or we would use the formula

\(\Huge{y=kx}\) where k is what we multiply by to get y....

So lets start with a....we have the coordinates \(\LARGE{(1,0.6)}\) So x would be 1 and y would be 0.6....

\(\Huge{0.6=k(1)}\) So to solve for k we would divide 0.6 by 1...

\(\Huge{\frac{0.6}{1}=0.6=k}\) So k would be 0.6.....

So we apply k to the next set of points....\(\LARGE{(4,2.4)}\)

\(\Huge{2.4=0.6(4)}\) Does 0.6 by 4 equal 2.4?

Answer 4

e.e ummm im having a hard time understanding that.
But my answers are either A. or D.

Answer 5

Actually it is A and D ^^

Answer 6

:P :DDDD