Question

Rohit had 9/14 of a piece of cloth. He used 2/7 of the cloth in making shirt. what fraction of the cloth is left with him.​

Answer 1

Given

• Length of cloth = 9/14
• He used 2/7 of cloth in making shirt.

To Find

• What fraction of cloth is left ?

Solution

$\\ \\ \\ \text{Fraction of cloth is left = Length of cloth - cloth in making shirt.}$

$\sf{Fraction \: \: of \: \: cloth \: \: is \: \: left = \dfrac{9}{14} - \dfrac{2}{7} }$

$\sf{Fraction \: \: of \: \: cloth \: \: is \: \: left = \dfrac{9 - 4}{14} }$

$\sf{Fraction \: \: of \: \: cloth \: \: is \: \: left = \dfrac{5}{14} }$

Answer 2

$\huge \mathbb{ \red {★᭄ꦿ᭄S} \pink{ᴏ}\purple{ʟᴜ} \blue {ᴛ} \orange{ɪ} \green{ᴏɴ★᭄ꦿ᭄}}$

Given::-

• Length of cloth = 9/14
• He used 2/7 of cloth in making shirt.

To Find::-

• What fraction of cloth is left ?

Solution::-

$\begin{gathered} \\ \\ \\ \texttt \red{Fraction of cloth is left = \pink{Length of cloth} - \blue{cloth in making shirt.}}\end{gathered}$

$\tt \red{Fraction \: \: \blue {of}\: \: \green{cloth}\: \purple{is \: \: left} = \dfrac{9}{14} - \dfrac{2}{7} }$

$\tt \purple{Fraction \: \: \pink{of\: \: cloth} \: \: \blue{is \: \: left}= \dfrac \orange{9 - 4} \green{14} }$

$\huge\tt \bold \purple {Fraction \: \: of \: \: cloth \: \: is \: \: left = \dfrac \pink{5} \pink{14} }$