Math, asked by Nihalkumar07, 1 year ago

Plz answer this question fast​

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Answers

Answered by luckysingh69
1

First of all you first solve the mixed or whole fraction.

30/7 ,24/13, 5/9.

the denominaters denominator become numerator.

7/30+13/24+9/5

take the LCM of 24,5,30.

and LCM is 120.

Answered by Anonymous
4

\mathrm{Question :\;\dfrac{1}{4\dfrac{2}{7}} + \dfrac{1}{1\dfrac{11}{13}} + \dfrac{1}{\dfrac{5}{9}}}

\mathrm{\implies \dfrac{1}{4 + \dfrac{2}{7}} + \dfrac{1}{1 + \dfrac{11}{13}} + \dfrac{9}{5}}

\mathrm{\implies \dfrac{1}{\dfrac{7(4) + 2}{7}} + \dfrac{1}{\dfrac{13 + 11}{13}} + \dfrac{9}{5}}

\mathrm{\implies \dfrac{1}{\dfrac{28 + 2}{7}} + \dfrac{1}{\dfrac{24}{13}} + \dfrac{9}{5}}

\mathrm{\implies \dfrac{1}{\dfrac{30}{7}} + \dfrac{13}{24} + \dfrac{9}{5}}

\mathrm{\implies \dfrac{7}{30} + \dfrac{13}{24} + \dfrac{9}{5}}

\mathrm{\implies \dfrac{7}{30} + \dfrac{13}{24} + \dfrac{9 \times 6}{5 \times 6}}

\mathrm{\implies \dfrac{7}{30} + \dfrac{13}{24} + \dfrac{54}{30}}

\mathrm{\implies \dfrac{13}{24} + \dfrac{54 + 7}{30}}

\mathrm{\implies \dfrac{13}{24} + \dfrac{61}{30}}

●  Least Common Multiple of 24 and 30 is 120

\mathrm{\implies \dfrac{13(5) + 61(4)}{120}}

\mathrm{\implies \dfrac{65 + 244}{120}}

\mathrm{\implies \dfrac{309}{120}}

\mathrm{\implies \dfrac{103}{40}}


Nihalkumar07: Why have you added the denominators
Anonymous: 4(2/7) and 1(11/13) denominators are mixed fractions!
Anonymous: Tell me the step where you are not clear. .
Nihalkumar07: How you understood that 1/5/9=1÷5/9 it could be 1/5 ÷9
Nihalkumar07: Vaidehi
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