w varies directly as x and y and inversely as v² and w=1,299 when x=4, y=9 and v=6. find w when x=3, y=12 and v=10.

Question

w varies directly as x and y and inversely as v² and w=1,299 when x=4, y=9 and v=6. find w when x=3, y=12 and v=10.​

landerkirbyreodique · Answer

w=467.64 correct me if im wrongStep-by-step explanation:w=kxy/v² to get the formula of the constant simply divide both sides by xy/v²k=wv²/xyk=(1299)(6)²/(4)(9)k=(1299)(36)/(4)(9)k=46764/36k=1299w=(1299)(3)(12)/(10)²w=(1299)(3)(12)/100w=46764/100w=467.64

Answered by landerkirbyreodique | 2024-10-20

w varies directly as x and y and inversely as v² and w=1,299 when x=4, y=9 and v=6. find w when x=3, y=12 and v=10.​

Answer (1)

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