41 = 270/14 + p
Understand the Problem
The question involves solving for the variable p in the equation 41 = 270/14 + p. We will isolate p on one side of the equation to find its value.
Answer
$$ p \approx 21.7143 $$
Answer for screen readers
$$ p \approx 21.7143 $$
Steps to Solve
- Isolate the term with p
We start with the equation:
$$ 41 = \frac{270}{14} + p $$
To isolate $p$, we need to subtract $\frac{270}{14}$ from both sides:
$$ p = 41 - \frac{270}{14} $$
- Calculate the fraction
Next, let's compute the fraction $\frac{270}{14}$:
$$ \frac{270}{14} = 19.2857 \quad (approximately) $$
- Perform the subtraction
Now we substitute this value back into our equation for $p$:
$$ p = 41 - 19.2857 $$
By calculating this:
$$ p \approx 21.7143 $$
- Finalizing the value of p
Thus, the final result for $p$ is:
$$ p \approx 21.7143 $$
$$ p \approx 21.7143 $$
More Information
The solution shows how to isolate a variable in an equation. This process involves arithmetic operations, which are fundamental in algebra. The specific calculation of the fraction simplifies our final result.
Tips
- Not performing the subtraction correctly: Always ensure to compute the subtraction carefully.
- Miscalculating the fraction: Double-checking the division can help minimize errors.
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