If you are needing answers of questions: **A Translate the following statements into mathematical equations. 1. V varies directly as I 2. The f…**, then you are in the website which is right.

On this page there are options answers about that question. Please explore more further.

Contents

- 1 Question
- 2 Answer #1 for Questions: A Translate the following statements into mathematical equations.1. V varies directly as I2. The force F applied to an object varies directly as the mass m3. The Price P vanes directly as the number of kilos NB. Solve for the value of constant of variation and equation of variation.1. z varies directly as x.z= 80 when x = 5.2. d varies directly as h. d= 140 when h=10.
- 3 A. Translate the following statements into mathematical equations.
- 4 B. Solve for the value of constant of variation and equation of variation.

### Question

A Translate the following statements into mathematical equations.

1. V varies directly as I

2. The force F applied to an object varies directly as the mass m

3. The Price P vanes directly as the number of kilos N

B. Solve for the value of constant of variation and equation of variation.

1. z varies directly as x.z= 80 when x = 5.

2. d varies directly as h. d= 140 when h=10.

### Answer #1 for Questions: A Translate the following statements into mathematical equations.

1. V varies directly as I

2. The force F applied to an object varies directly as the mass m

3. The Price P vanes directly as the number of kilos N

B. Solve for the value of constant of variation and equation of variation.

1. z varies directly as x.z= 80 when x = 5.

2. d varies directly as h. d= 140 when h=10.

**Answer:**

### A. Translate the following statements into mathematical equations.

1. V varies directly as I

[tex] \ boxed{ huge boxed{ tt{}V = kI}} \ \ [/tex]

2. The force F applied to an object varies directly as the mass m

[tex]\ boxed{ huge boxed{ tt{F= km}}} \ \ [/tex]

3. The Price P varies directly as the number of kilos N

[tex]\ boxed{ huge boxed{ tt{}P = kN}} \ \ [/tex]

### B. Solve for the value of constant of variation and equation of variation.

1. z varies directly as x, z = 80 when x = 5.

[tex] \ tt{}z = kx[/tex]

[tex]\ tt{}80 = k(5)[/tex]

[tex]\ tt{} frac{80}{5} = k[/tex]

[tex]\ tt{}16 = k[/tex]

[tex]\ boxed{ huge boxed{tt{}k = 16}} \ \ \ [/tex]

2. d varies directly as h, d = 140 when h =10.

[tex]\ tt{}d = kh[/tex]

[tex]\ tt{}140 = k(10)[/tex]

[tex]\ tt{} frac{140}{10} = k[/tex]

[tex]\ tt{}14 = k[/tex]

[tex]\ boxed{ huge boxed{ tt{}k = 14}} \ \ \ [/tex]

[tex] overbrace{ underbrace{ tt{} purple{ : : #CarryOnLearning : : }}}[/tex]

[tex] tt{}Stay : safe : and : God : bless : you! : [/tex]

Thus the question and answer about **A Translate the following statements into mathematical equations. 1. V varies directly as I 2. The f…**, hopefully with this can help solve your problem.