Evaluate the expression when g=4 and h=40  h-6g

To evaluate the expression \( h - 6g \) when \( g = 4 \) and \( h = 40 \), follow these steps:

1. Substitute the value of \( g = 4 \) into the expression.
2. Substitute the value of \( h = 40 \) into the expression.
3. Perform the multiplication and subtraction.

Let's do it:

\[
h - 6g = 40 - 6(4)
\]

\[
= 40 - 24
\]

\[
= 16
\]

So, the expression evaluates to **16**.

Would you like more details or have any questions?

Here are 5 related questions:

1. What is the value of \( h - 6g \) if \( g = 5 \) and \( h = 50 \)?
2. How does changing the value of \( g \) affect the result of the expression \( h - 6g \)?
3. What happens if both \( g \) and \( h \) are negative in the expression \( h - 6g \)?
4. Can you express the formula \( h - 6g \) using a different operation instead of subtraction?
5. How would the expression change if instead of subtracting \( 6g \), you added \( 6g \)?

**Tip:** When evaluating expressions, carefully check each arithmetic operation to ensure accuracy, especially with signs (positive or negative).

Learn how to evaluate the expression h - 6g when g = 4 and h = 40. Follow a step-by-step solution with arithmetic operations involving subtraction. Suitable for students in Grades 4-6.

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