Tow variables x and y have corresponding values as shown find the constant variation

look for either y/x or xy, depending on the kind of variation.

Oh, yeah -- use some actual numbers, yeah?

To find the constant variation between two variables, we need to examine the ratio of their values.

Let's see the given values for variables x and y:
x: {list of values}
y: {list of corresponding values}

To find the constant variation, we can choose any two corresponding values between x and y, and then calculate the ratio of their values.

For example, let's choose the first two corresponding values:

x1 = {value of x for the first pair}
y1 = {value of y for the first pair}

Now we can calculate the ratio by dividing y1 by x1:

Constant Variation (k) = y1 / x1

The resulting value, k, represents the constant variation between x and y. This means that for any given value of x, we can obtain the corresponding value of y by multiplying x by k.

If you have more pairs of values for x and y, you can choose another pair and calculate the ratio in the same way. If the values are consistent, you should get the same value for k each time.

Remember to consider the units of measurement and ensure they are compatible when calculating the ratio.

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