Find the variation constant in which y varies inversely as x, and the following condition exists.

Y=30 when x=1/6
K=

Carla, Chiquita, Joe, or whoever ~

1. Don't bother switching names. We know you're the same person.

2. Do include what YOU THINK about each problem so far. You'll get best help if you let the tutors know exactly why you cannot solve these on your own.

If you keep using fake names maybe you will get fake answers.

I am sorry you feel that way we are all working together in the same class. Thanks anyway.

To find the variation constant (k) when y varies inversely as x, we can use the equation for inverse variation:

y = k/x

Given that y = 30 when x = 1/6, we can substitute these values into the equation:

30 = k/(1/6)

To solve for k, we can multiply both sides of the equation by (1/6):

30 * (1/6) = k

This simplifies to:

5 = k

So, the variation constant (k) is equal to 5.