Question

what is 0.373 bar in a/b form​

Answer 1

Answer:

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Answer 2

Given data: 0.373 bar

To find: a/b form​

Solution:

• Bar is define as the line on top of number and it denotes the repeated number in division with decimal.
• Consider the given value by x = 0.373.
• Now multiple the equation by 10 on both the sides 10x = 0.373 x 100 (10x = 3.737).
• Multiple by 100 on equation 2 we get 1000x = 3.73 x 1000.
• Subtract the 3 and 2 equation we get 1000x - 10x = 373.737-3.737.
• After simplifying the equation we have 990x = 370.
• Hence the a/b form is $\frac{370}{90}$ or $\frac{37}{9}$.