Solve 278Hz=346.7/346.7+25.6

$$278 Hz = \frac { 346.7 } { 346.7 + 25.6 }$$

Solve for H

$$H=\frac{3467}{1034994z}$$

$$z\neq 0$$

Steps for Solving Linear Equation

Add 346.7 and 25.6 to get 372.3.

$$278Hz=\frac{346.7}{372.3}$$

Expand \frac{346.7}{372.3} by multiplying both numerator and the denominator by 10.

$$278Hz=\frac{3467}{3723}$$

The equation is in standard form.

$$278zH=\frac{3467}{3723}$$

Divide both sides by 278z.

$$\frac{278zH}{278z}=\frac{\frac{3467}{3723}}{278z}$$

Dividing by 278z undoes the multiplication by 278z.

$$H=\frac{\frac{3467}{3723}}{278z}$$

Divide \frac{3467}{3723} by 278z.

$$H=\frac{3467}{1034994z}$$

Solve for z

$$z=\frac{3467}{1034994H}$$

$$H\neq 0$$

Steps for Solving Linear Equation

Add 346.7 and 25.6 to get 372.3.

$$278Hz=\frac{346.7}{372.3}$$

Expand \frac{346.7}{372.3} by multiplying both numerator and the denominator by 10.

$$278Hz=\frac{3467}{3723}$$

Divide both sides by 278H.

$$\frac{278Hz}{278H}=\frac{\frac{3467}{3723}}{278H}$$

Dividing by 278H undoes the multiplication by 278H.

$$z=\frac{\frac{3467}{3723}}{278H}$$

Divide \frac{3467}{3723} by 278H.

$$z=\frac{3467}{1034994H}$$