# Y varies jointly as a and b and inversely as the square root of c

**varies**directly with both and we have If

**varies**directly with and

**inversely**with we have Notice that we only use one constant in a joint variation equation. Solving Problems Involving Joint Variation. A quantity

**varies**directly with the

**square**

**of**

**and**

**inversely**with the cube

**root**

**of**If when.

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**jointly as A and B inversely as the square root of C**. Were given the values of

**Y**, A.

**B**and

**C**. We're going to use those to find the equation so we can find the value of why? Given the values of A.

**B**and

**C**. So we have

**Y**is equal to K times A, times

**B**. So that's very

**jointly inversely**means we divide by the

**square root**. Find

**y when**a=5, b=3,

**and**c=9. SOLUTION:

**y varies jointly as a and b and inversely as the square root of c.**y=12 when a=3, b=2, and c=25. Find

**y when**a=5, b=3,

**and**c=9. Algebra: Proportions. Solvers. Lessons. Answers archive..

**y varies jointly**as a and

**b and inv**ersely as the

**square root of c**.

**y**16 when a 2,

**b**4, and

**c**4. Find

**y**when a 4,

**b**5, and

**c**16. Find

**y**when a - 4,

**b**-5, and

**c**16.

**y**= (Type an integer or a decimal. Do not round until the final answer. Then round to the nearest tenth as needed).

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**Joint Variation**Equations Video. CONTACT; Email: [email protected] Tel: 800-234-2933 ; OUR SERVICES; Membership; Math Anxiety; Sudoku; Biographies of Mathematicians. > Given that x+y

**varies**

**as**z+z1 , and that x−y

**varies**

**as**z−z1 , find the relation between x and z, provided that z=2 when x=3 and y=1.

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**y varies jointly as a and b and inversely as the square root of c y**= 16 when a = 4,

**b**=5, and

**c**=25 Find

**y**when a =5,

**b**= 3, and

**c**= 4. ind

**y**when a = 5

**b**= 3. and

**c**=4. Previous question Next question.