
80 is of a certain number, find the number.
Answer
443.1k+ views
Hint: We solve this question by using the concept of percent. We first assume that the certain number is x. Then we convert the given statement into a mathematical form and solve for the value of x. This x gives us the value of the number whose is 80.
Complete step by step answer:
In order to solve this question, let us first assume the unknown certain number to be x. Now, we are required to convert the given question into a mathematical form. Given, of a certain number is 80. Here, it represents multiplication in math. Percent symbol means per cent or per hundred. This means that it is a term given by Therefore, We also know that the certain number is x. Using all this, we convert the above statement to a mathematical form.
Now, let us multiply both sides of the equation by 100.
Now we multiply the right-hand side terms and write the number as,
Next, we divide both sides by 32.
We know that 32 times 250 gives us 8000. This is done by cancelling the common factor of 32.
Hence, the number is 250, such that of 250 is 80.
Note: We need to know the concept of percent in order to solve such sums. We generally assume any unknown value in a question to be x. We can even choose any other letter or a variable. Care must be taken while solving the sum, while converting the given statement to a mathematical form. It is given that of a number is 80 and not of 80. Students tend to make a mistake in this so they need to be more careful while solving this.
Complete step by step answer:
In order to solve this question, let us first assume the unknown certain number to be x. Now, we are required to convert the given question into a mathematical form. Given,
Now, let us multiply both sides of the equation by 100.
Now we multiply the right-hand side terms and write the number as,
Next, we divide both sides by 32.
We know that 32 times 250 gives us 8000. This is done by cancelling the common factor of 32.
Hence, the number is 250, such that
Note: We need to know the concept of percent in order to solve such sums. We generally assume any unknown value in a question to be x. We can even choose any other letter or a variable. Care must be taken while solving the sum, while converting the given statement to a mathematical form. It is given that
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