To solve this mathematical expression, let’s break it down step by step. The expression given is “3 4 Cup Times 2”. However, to proceed, we’ll need to interpret this in a mathematical context, assuming “3 4 Cup” is meant to be a quantity, possibly in a culinary recipe context where “3⁄4 cup” is a common measurement.
Given that interpretation, the expression becomes “3⁄4 cup times 2”.
Understanding the Quantity: The quantity here is 3⁄4 of a cup, which we need to multiply by 2.
Multiplication: To multiply 3⁄4 by 2, we multiply the numerator (3) by 2, because multiplying by 2 is the same as adding something to itself twice.
- Numerator (3) * 2 = 6
- Denominator remains the same, which is 4.
So, (3⁄4) * 2 = 6⁄4.
Simplifying the Fraction (if necessary): The fraction 6⁄4 can be simplified. Both the numerator and the denominator can be divided by 2.
- 6 / 2 = 3
- 4 / 2 = 2
Therefore, 6⁄4 simplifies to 3⁄2.
- Interpreting the Result: The result, 3⁄2, can be further simplified or interpreted in different ways depending on the context:
- As a fraction, it remains 3⁄2.
- Converted to a decimal, it becomes 1.5.
- In the context of measurements like cups, it means 1 and a half cups.
So, “3 4 Cup Times 2” interpreted as “3⁄4 cup times 2” equals 1 and a half cups.
