Mathematics, 12.04.2021 09:30 jalonjonrs5991
• The statement varies jointly as and may be translated into mathematical
symbol as = , where is the constant of variation.
• Steps in Solving a Joint Variation Problem
1. Write the equation of variation.
2. Substitute known values and solve for k or constant of variation.
3. Replace k in the equation in step 1 by the value obtained in step 2.
4. Solve for the desired value
Answers: 1
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• The statement varies jointly as and may be translated into mathematical
symbol as = , where is th...
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