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q varies jointly with v and s. When v=2 and s=3, q=24. Find the constant of variation, then write an equation to describe the relationship then use your equation to find q when v=4 and s=2.
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Do you know what joint variation means?
yes
q varies jointly with v and s \[q\propto vs\\ q=kvs\]
every z is the same # times x & y. (z varies jointyly with x & y. Model = kxy
Right. So, what is \(k\) in this case? \[q = k * v *s\]\[24 = k*2*3\]\[k =\] Then use that value of \(k\) to evaluate \[q = k * v * s\] with \(v=4,\, s=2\)
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You can also shortcut the latter computation by noticing that the first time around you have k*2*3 and the second time you have k*4*2, so the new value of q will simply be the old value of q*4/3
okay, thank you :-)
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