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A rotional no is such that when you divide it by 2/3 and substrated from 1/5 to the product you get 4/5 what is the number ?
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A rotional no is such that when you divide it by 2/3 and substrated fr...
Understanding the Problem:
The problem states that we need to find a rational number which satisfies a specific condition when divided by 2/3 and subtracted from 1/5 to the product, results in 4/5.

Let the Rational Number be x:
Let us assume the rational number we are looking for is x.

Formulating the Equation:
According to the problem, when we divide x by 2/3 and subtract it from 1/5, and then multiply by x, we get 4/5.
So, the equation representing the given condition is:
1/5 - x / (2/3) = 4/5
Solving this equation will give us the value of x.

Solving the Equation:
1/5 - x / (2/3) = 4/5
1/5 - 3x/2 = 4/5
1/5 - 4/5 = 3x/2
-3/5 = 3x/2
-3/5 * 2/3 = x
-1/5 = x
Therefore, the rational number that satisfies the given condition is -1/5.
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A rotional no is such that when you divide it by 2/3 and substrated from 1/5 to the product you get 4/5 what is the number ?
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A rotional no is such that when you divide it by 2/3 and substrated from 1/5 to the product you get 4/5 what is the number ? for Class 8 2024 is part of Class 8 preparation. The Question and answers have been prepared according to the Class 8 exam syllabus. Information about A rotional no is such that when you divide it by 2/3 and substrated from 1/5 to the product you get 4/5 what is the number ? covers all topics & solutions for Class 8 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for A rotional no is such that when you divide it by 2/3 and substrated from 1/5 to the product you get 4/5 what is the number ?.
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