Question

Express each of the following decimal as rational number of the from
$\frac{m}{n}$
(a) 0.65
(b)-1.2
(c) 1.16
(d) 0.15
answer this question plz​

Answer 1

Answer:

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Answer 2

Given:-

• Express each of the following decimal as rational number of the from
• Express each of the following decimal as rational number of the from $\frac{m}{n}$
• Express each of the following decimal as rational number of the from $\frac{m}{n}$(a) 0.65
• Express each of the following decimal as rational number of the from $\frac{m}{n}$(a) 0.65(b)-1.2
• Express each of the following decimal as rational number of the from $\frac{m}{n}$(a) 0.65(b)-1.2 (c) 1.16
• Express each of the following decimal as rational number of the from $\frac{m}{n}$(a) 0.65(b)-1.2 (c) 1.16(d) 0.15

To find:-

• Rational form of 0.65

Solution:-

• 0.65

• =>65/100

To find:-

• Rational form of -1.2

Solution:-

• -1.2

• =>(-12)/10

To find:-

• Rational form of 1.16

Solution:-

• 1.16

• =>116/100

To find:-

• Rational form of 0.15

Solution:-

• 0.15

• =>15/100

Explanation:-

• Hey mate! The concept of conversion of decimal to rational or fractional form is all about the units power after the decimal point.

• The numbers before the point and after point are written together in numerator.

• The denominator is decided by the power of units after points.

• For ex:- If there are 2 numbers after the points then in denominator the number will be 100 as the second place after point shows "Hundredths".

Hope it helped!