Solve for w in the equation 95 = 5w. Simplify your answer as much as possible.
Understand the Problem
The image shows a simple algebraic equation, $95 = 5w$. The problem asks us to solve for $w$. This requires isolating $w$ by dividing both sides of the equation by 5.
Answer
$w = 19$
Answer for screen readers
$w = 19$
Steps to Solve
- State the given equation
We are given the equation: $$ 95 = 5w $$
- Isolate $w$ by dividing both sides by 5
To solve for $w$, we need to isolate it. We can do this by dividing both sides of the equation by 5: $$ \frac{95}{5} = \frac{5w}{5} $$
- Simplify the equation
Simplifying the equation gives us: $$ 19 = w $$
- State the solution
Therefore, the solution is: $$ w = 19 $$
$w = 19$
More Information
The problem is a simple one-step algebraic equation. The goal is to isolate the variable $w$ to find its value.
Tips
A common mistake is to subtract 5 from both sides instead of dividing. Remember that the operation between 5 and $w$ is multiplication, so the inverse operation to isolate $w$ is division.
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