If Omar found 56 cents under the couch cushion but lost half of it through a hole in his pocket, you can calculate how much he lost by taking half of 56 cents:
(1/2) * 56 cents = 28 cents
Omar lost 28 cents through the hole in his pocket.
Method 1: Division
Omar found 56 cents.
He lost half of it, so he lost 56 cents ÷ 2 = 28 cents.
Method 2: Subtraction
Omar found 56 cents.
He lost half of it, so he lost 56 cents - 28 cents = 28 cents.
Method 3: Fraction
Omar lost 1/2 of what he found, which is (1/2) * 56 cents = 28 cents.
Method 4: Mental Math
Half of 56 cents is 28 cents, so Omar lost 28 cents.
Method 5: Multiplication
Omar lost half of what he found, which is 56 cents * 0.5 = 28 cents.
Method 6: Visual Representation
Imagine you have 56 cents.
Cut it in half, and you have 28 cents left.
Method 7: Comparison
Omar initially had 56 cents.
He lost half of it, which is the same as losing 28 cents.
Method 8: Verbal Explanation
Omar found 56 cents.
He lost half of it, meaning he lost 28 cents.
Method 9: Using a Ratio
The ratio of what Omar lost to what he found is 28/56.
Simplifying this ratio, you get 1/2, which means he lost half of it.
Method 10: Real-Life Scenario
- Think of it as Omar having two piles of coins.
- One pile has 56 cents, and the other is empty.
- He takes half of the coins from the first pile (56 cents) and puts them in the second pile, so he's left with 28 cents in the first pile.
These methods all lead to the same result: Omar lost 28 cents when he found 56 cents under the couch cushion and lost half of it through a hole in his pocket.