Question

V varies inversely with T and V = 12 when T = 6. Which equation shows this relationship?

Answer 1

\[V = \frac{k}{T}\]\[12=\frac{k}{6}\]Solve for \(k\)

Answer 2

\[V=2T\] is direct variation

Answer 3

So thats the answer?

Answer 4

@whpalmer4

Answer 5

Look at my first post. Can you solve for \(k\)?

Answer 6

k=24

Answer 7

Show me your work...

Answer 8

OH SORRY 72

Answer 9

Yeah, much better! You should check it yourself..."does 24/6 = 12? Uh, nope, self, let's see where we went wrong!" :-)

Answer 10

>.< Yea stupid me :P

Answer 11

V=72/T?

Answer 12

@shamil98

Answer 13

Let's test it out:

\[V=\frac{72}{T}\]\[V=12,\,T=6\]\[12=\frac{72}{6} = 12\checkmark\]

Answer 14

So it is right!

Answer 15

I encourage you to test your answers to the extent possible...

Answer 16

Thanks so much !!!!!

Answer 17

Yea sorry :( not good at these