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Mathematics
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y varies jointly with p and q. When p = 5 and q = 2, y = 80. Find y when p = 4 and q = 5. y = 20 y = 120 y = 160 y = 240
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\[y=pq(k)\]
80 = 5(2)(k)
yup
now find y
80 = 10k
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find y when p=4 q=5 and the k you got k=8
nope.
I'm stuck :/
80=10(k) ---- you will find k here
which is 8 right?
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right...
now apply the equation again y=pq(k)
but now using p = 4, q = 5 and k =8
you should get the Ynew = (4)(5)(8)
y / (pq) = k 80 / (5•2) = k 8 = k y / (4•5) = 8 y / 20 = 8 y = 8 • 20 y = 160?
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nice. you got nit right
Thanks!
no problem, goodluck solving math problems.
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