If you're asking to express the solution \( u = 216 \) in simplest fractional form, the simplest form is simply \( 216 \) since it is already a whole number. However, if you meant to express \( \frac{u}{4} = 54 \) in simplest fractional terms: 1. Start with \( u = 216 \). 2. Express \( u \) in fractional form: \[ u = \frac{216}{1} \] In simplest form, it remains as \( \frac{216}{1} \) or just \( 216 \). If you were looking for insight into the fraction itself, \( \frac{54}{1} \) is also already in simplest form. If you intended something different with "in simplest form," please clarify!

To solve for \( u \) in the equation \( \frac{u}{4} = 54 \), follow these steps: 1. **Multiply both sides by 4** to eliminate the fraction: \[ u = 54 \times 4 \] 2. **Calculate the right side**: \[ u = 216 \] So, the solution is \( u = 216 \).

u/4=54

To solve the equation \( \frac{u}{4} = 54 \), you can multiply both sides by 4 to isolate \( u \):

\[ u = 54 \times 4 \]

Calculating the right side:

\[ u = 216 \]

So, the solution is \( u = 216 \).

in simplest form

If you're asking to express the solution \( u = 216 \) in simplest fractional form, the simplest form is simply \( 216 \) since it is already a whole number. However, if you meant to express \( \frac{u}{4} = 54 \) in simplest fractional terms:

Start with \( u = 216 \).
Express \( u \) in fractional form:

\[ u = \frac{216}{1} \]

In simplest form, it remains as \( \frac{216}{1} \) or just \( 216 \). If you were looking for insight into the fraction itself, \( \frac{54}{1} \) is also already in simplest form.

If you intended something different with "in simplest form," please clarify!

solve for u

To solve for \( u \) in the equation \( \frac{u}{4} = 54 \), follow these steps:

Multiply both sides by 4 to eliminate the fraction:

\[ u = 54 \times 4 \]
Calculate the right side:

\[ u = 216 \]

So, the solution is \( u = 216 \).