Solve for y: y - 0.47 = 9.38
Understand the Problem
The question asks us to solve a one-step linear equation for the variable 'y'. To solve this equation, we need to isolate 'y' by adding 0.47 to both sides of the equation. This is a basic algebraic problem involving decimal numbers.
Answer
$y = 9.85$
Answer for screen readers
$y = 9.85$
Steps to Solve
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Isolate y To isolate $y$, add $0.47$ to both sides of the equation $y - 0.47 = 9.38$.
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Perform the addition Adding $0.47$ to both sides gives us: $y - 0.47 + 0.47 = 9.38 + 0.47$ which simplifies to $y = 9.38 + 0.47$.
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Calculate the sum Calculate the sum of $9.38 + 0.47$, which equals $9.85$.
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Final result Therefore, $y = 9.85$.
$y = 9.85$
More Information
The value of $y$ that satisfies the equation $y - 0.47 = 9.38$ is $9.85$.
Tips
A common mistake is subtracting $0.47$ from $9.38$ instead of adding it. Remember to perform the inverse operation to isolate the variable.
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