If x and y vary inversely as each other and x = 210 when y = 6 find y when x =15
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Answer:
84
Step-by-step explanation:
When two numbers x and y are in inverse proportion, their product is any constant value k.
That is, when x∞1/y, xy =k
Here, when x is 210, y is 6
That is, xy or 210*6 is a constant k
So, k is 1260.
Now, when x is 15, y will be 1260/15 (since the constant for x times y in this case is 1260 and we need to find y)
So, the value of y is 1260/15 = 84.
Therefore, the value of y when x is 15 is 84.
Hope it helped you!
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