SOLUTION: 14) y varies inversely as w, and y = 9 when w = 2. Find y when w = 6.
-> SOLUTION: 14) y varies inversely as w, and y = 9 when w = 2. Find y when w = 6.
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14) y varies inversely as w, and y = 9 when w = 2. Find y when w = 6.
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*Note: When Quantities vary inversely,they are related by the relationship:
k being the constant of proportionality.
question states y = 9 when w = 2
9 = (k/2)
k = 18
when w = 6
y = 18/6 = 3