Math, asked by Anonymous, 4 months ago

in an election ,a candidate got 70% of total valid votes.20%of the total votes were declared invalid.if total no of votes is 600000,find the number of valid votes polled in favour of the candidate​​

Answers

Answered by Anonymous
1

 \sf {\orange{\underline{\green{\underline{Given:}}}}}

  • Valid votes \rm{=70\%}
  • Invalid votes(declared)\rm{=20\%}
  • Total votes given\rm{=6,00,000}

 \sf {\orange {\underline {\pink{\underline{To~find:}}}}}

  • The number of valid votes polled in favour of the candidate.

  \sf {\orange{\underline{\blue{\underline{Solution:}}}}}

★First ,we will find the number of invalid votes.

Total number of invalid votes \rm{=20\%~of~6,00,000}

\rm\mapsto\dfrac{20}{100}×600000

\rm\mapsto{20×6000=120000}

★Now,find the number of valid votes that were polled.

\rm{→6,00,000-120,000=480,000}

→Percentage of valid votes polled in favor of the candidate (given) \rm{=70\%}

Hence,number of valid votes polled in favour of the candidate \rm{=70\%~of~480,000}

\rm\leadsto\dfrac{70}{100}×480000

\rm\leadsto{336000~votes~valid.}

Thus,the number of valid votes polled in favour of the candidate is \sf{336000.}

Answered by Anonymous
25

Answer:

\sf {\orange {\underline{\pink{\underline{Given:}}}}}

Valid votes =70%

Invalid votes(declared)=20%

Total votes given=6,00,000

\sf {\orange {\underline{\pink{\underline{To~find:}}}}}

The number of valid votes polled in favour of the candidate.

\sf{\orange{\underline{\blue{\underline{Solution:}}}}}

★First ,we will find the number of invalid votes.

Total number of invalid votes \rm{=20\%~of~6,00,000}

\rm\mapsto\dfrac{20}{100}×600000

↦20×6000=120000

★Now,find the number of valid votes that were polled.

→6,00,000−120,000=480,000

→Percentage of valid votes polled in favor of the candidate (given) = 70%

Hence,number of valid votes polled in favour of the candidate[te] \rm{=70\%~of~480,000}=70% of 480,000[/tex]

\rm\leadsto\dfrac{70}{100}×480000

336000 votes valid..

Thus,the number of valid votes polled in favour of the candidate is 336000.

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