23. Suppose y varies jointly with v and w. If y = 12 when v = 3 and w = 5, find y when v = 6 and w = 12. 24. Suppose M varies directly with x and inversely with the cube of g. If M = 10 when x = 4 and g = 2, find M when x = 6 and g = 3. 25. An agent's commission is directly related to her client's earnings. When the client earned $7500, the agent's commission was $1125. How much will the commission be if the client earns $12,500?
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**Problem 23:** - y varies jointly with x and w. - Given: \( y = 12 \) when \( x = 3 \) and \( w = 5 \). - Find \( y \) when \( x = 6 \) and \( w = 12 \). **Problem 24:** - M varies directly with x and inversely with the cube of g. - Given: \( M = 10 \) when \( Show more…
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