Lionel buys packs of paper.
The price of each pack is $4.5 and he pays a total of $45.
Calculate .
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Lionel buys packs of paper.
The price of each pack is $4.5 and he pays a total of $45.
Calculate .
To solve this problem, we'll use a step-by-step approach:
Step 1: Set up the equation based on the problem statement.
The total cost Lionel pays is given by the formula:
Here, is the number of packs Lionel buys, and $4.5 is the cost per pack.
Step 2: Solve for .
To find , divide both sides of the equation by 4.5:
Step 3: Perform the division.
Carrying out the division,
Therefore, Lionel buys packs of paper.
Solve for X:
\( 3x=18 \)
Because the total cost equals price per pack times number of packs. Since each pack costs $4.50 and Lionel buys x packs, his total spending is 4.5x dollars.
Convert to whole numbers! Multiply both by 10: . This eliminates the decimal and makes division easier.
You might get a decimal or fraction for x, which could mean partial packs. Always check if the context makes sense - you usually can't buy half a pack of paper!
Yes! Ask yourself: "Does 10 packs at $4.50 each equal $45?" Calculate:
That's incorrect! This would mean x divided by 4.5 equals 45, giving x = 202.5. Always think: price per pack times number of packs equals total cost.
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