Division is an important part of mathematics, and it is a concept that many people struggle with. 7 1/2 divided by 3 is an equation that is used to demonstrate the concept of division, and is a useful exercise to practice the basics of this mathematical function.
Understanding the Problem
The equation 7 1/2 divided by 3 is a basic division problem. In order to solve the equation, the numerator (7 1/2) must be divided by the denominator (3). This will result in a quotient, which is the answer to the equation.
Breaking Down the Problem
When dealing with a fraction, the first step is to convert the fraction into a decimal. In order to do this, the numerator must be divided by the denominator. In this case, 7 1/2 divided by 3 is equal to 2.5. Since the equation is now in decimal form, the equation can be solved by simply dividing 2.5 by 3. The answer to the equation is 0.833, or 0.8 repeating.
Solving the Problem
To solve the equation 7 1/2 divided by 3, the first step is to convert the fraction into a decimal. This is done by dividing the numerator (7 1/2) by the denominator (3). This is equal to 2.5. The equation is now in decimal form, so it can be solved by dividing 2.5 by 3. The answer to the equation is 0.833, or 0.8 repeating.
Checking the Answer
It is important to check the answer to ensure that it is correct. To do this, the answer can be multiplied by the denominator to check if it is equal to the numerator. In this case, 0.833 multiplied by 3 is equal to 2.5, which is equal to the numerator 7 1/2. This means that the answer is correct.
7 1/2 divided by 3 is a basic division problem that can be solved using the steps above. First, the fraction must be converted into a decimal, and then the equation can be solved by dividing the decimal by the denominator. Finally, the answer should be checked to ensure that it is correct. Once the answer is verified, the equation has been solved correctly.
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