Math, asked by ritadasunique, 9 months ago

John can walk 5 2/5 km in one hour. How much distance will he cover in 3 1/4 hours?​

Answers

Answered by konankisamithchowdar
2

Answer:

17.55 km or 17550m

Step-by-step explanation:

distance john can travel in one hour is 5 2/5 km which means 27/2 km.

distance he can travel in 13/4 hours (3 1/4) is equal to 27/2*13/4 which is equal to 17.55 km or 17550m

Answered by Anonymous
4

\bf{\underline{\underline \blue{Solution:-}}}

 \sf\underline{\red{\:\:\: AnswEr:-\:\:\:}}

 \sf {The\: distance\: covered\:by\:John\:in\: 3\dfrac{1}{4} \:hours = 17\dfrac{11}{20} \:Km}

 \sf\underline{\red{\:\:\: Given:-\:\:\:}}

  • John can walk  \sf{5 \dfrac{2}{5} } km in one hour.

\sf\underline{\red{\:\:\: Need\:To\: Find:-\:\:\:}}

 \sf {The\: distance\: covered\:by\:John\:in\: 3\dfrac{1}{4} \:hours = \:?}

\bf{\underline{\underline \blue{Explanation:-}}}

\dashrightarrow \sf {Distance\: covered\:in\:one\:hour = 5\dfrac{2}{5} \:km} \\\\

\dashrightarrow \sf {Distance\: covered\:in\:one\:hour = \dfrac{27}{5}\:km} \\\\

\sf\underline{\green{\:\:\: ThereFore:-\:\:\:}}

\dashrightarrow \sf {The\: distance\: covered\:by\:John\:in\: 3\dfrac{1}{4} \:hours = \bigg(\dfrac{27}{5} \times 3\dfrac{1}{4} \:km } \bigg) \\\\

\dashrightarrow \sf {The\: distance\: covered\:by\:John\:in\: 3\dfrac{1}{4} \:hours = \bigg(\dfrac{27}{5} \times \dfrac{13}{4} \:km } \bigg) \\\\

\dashrightarrow \sf {The\: distance\: covered\:by\:John\:in\: 3\dfrac{1}{4} \:hours = \dfrac{351}{20} \:Km} \\\\

\dashrightarrow \sf {The\: distance\: covered\:by\:John\:in\: 3\dfrac{1}{4} \:hours = 17\dfrac{11}{20} \:Km} \\\\

 \sf\underline{\red{\:\:\: Hence:-\:\:\:}}

 \sf {The\: distance\: covered\:by\:John\:in\: 3\dfrac{1}{4} \:hours = 17\dfrac{11}{20} \:Km}

\rule{300}{2}

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