9 - dfrac-2-10- - dfrac-6-100- Is equal to the decimal number -

Question

9 - dfrac-2-10- - dfrac-6-100-  Is equal to the decimal number -

Toppr Admin · Accepted Answer

The - LCM - of - 10 - and - 100 - is - 100- - -therefore-160- 9 - -dfrac-160- -2-10- - -dfrac -6-100- - - -dfrac-160- - 9 -times 100 - 2 -times 10 - 6 -100- - -Rightarrow-160- -dfrac-160- -926-100- - 9-26 -

$$ 9 + \dfrac{2}{10} + \dfrac{6}{100} $$ Is equal to the decimal number _____.

The $$ LCM $$ of $$ 10 $$ and $$ 100 $$ is $$ 100. $$
$$ \therefore 9 + \dfrac {2}{10} + \dfrac {6}{100} $$

$$ = \dfrac { 9 \times 100 + 2 \times 10 + 6 }{100} $$
$$ \Rightarrow \dfrac {926}{100} = 9.26 $$

$$ 9 + \dfrac{2}{10} + \dfrac{6}{100} $$ Is equal to the decimal number _____.

The $$ LCM $$ of $$ 10 $$ and $$ 100 $$ is $$ 100. $$$$ \therefore 9 + \dfrac {2}{10} + \dfrac {6}{100} $$$$ = \dfrac { 9 \times 100 + 2 \times 10 + 6 }{100} $$$$ \Rightarrow \dfrac {926}{100} = 9.26 $$

The $$ LCM $$ of $$ 10 $$ and $$ 100 $$ is $$ 100. $$
$$ \therefore 9 + \dfrac {2}{10} + \dfrac {6}{100} $$

$$ = \dfrac { 9 \times 100 + 2 \times 10 + 6 }{100} $$
$$ \Rightarrow \dfrac {926}{100} = 9.26 $$