Math, asked by rupinderkular60, 8 months ago

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Answers

Answered by BloomingBud
14

(i)

Given:

  • Marked Prize (M.P) = 720
  • Selling Prize (S.P) = 684

To find:

The discount and discount%

  • Discount = Marked Prize(M.P) - Selling Prize(S.P)

Discount = 720 - 684

∴ Discount = 36

  • Discount% = (Discount/Marked Prize) * 100

Discount % = (36/720) * 100

∴ Discount % = 5

- - - - - - - -

(ii)

Given:

  • Marked Prize(M.P) = 250
  • Discount% = 10%

To find:

The Selling Prize (S.P) and Discount.

  • Mared Prize = (S.P * 100)/(100 - Discount%)

⇒ 250 = (S.P * 100)/(100 - 10)

⇒ 250 = (S.P * 100)/(90)

⇒ 250 * 90 = S.P * 100

⇒ 22500 = S.P * 100

⇒ 22500/100 = S.P

225 = S.P

The Selling Prize (S.P) = 225

Now,

  • Discount = Marked Prize - Selling Prize

Discount = 250 - 225

Discount = 25

Answered by DARLO20
15

[1] \sf{\pink{\underline{\underline{\purple{GIVEN:-}}}}}

  • Marked price (M.P) = 720

  • Selling price (S.P) = 684

\sf{\pink{\underline{\underline{\purple{TO\:FIND:-}}}}}

  1. Discount .
  2. Discount% .

\sf{\pink{\underline{\underline{\purple{SOLUTION:-}}}}}

\orange\star\:\bf{\gray{\boxed{\pink{\boxed{\red{Discount\:=\:M.P\:-\:S.P\:}}}}}}

\rm{\implies\:Discount\:=\:720\:-\:684\:}

\rm\green{\implies\:Discount\:=\:36\:}

\rm\red{\therefore} [1] Discount is “ 36 ” .

\green\star\:\bf{\gray{\boxed{\pink{\boxed{\red{Discount\%\:=\:\dfrac{Discount}{M.P}\times{100}\:}}}}}}

\rm{\implies\:Discount\%\:=\:\dfrac{36}{720}\times{100}\:}

\rm\green{\implies\:Discount\%\:=\:5\%\:}

\rm\red{\therefore} [2] Discount% is “ 5% ” .

\rule{200}2

[2] \sf{\pink{\underline{\underline{\purple{GIVEN:-}}}}}

  • Marked price (M.P) = 250

  • Discount% = 10%

\sf{\pink{\underline{\underline{\purple{TO\:FIND:-}}}}}

  1. Selling price .
  2. Discount .

\sf{\pink{\underline{\underline{\purple{SOLUTION:-}}}}}

\purple\star\:\bf{\gray{\boxed{\pink{\boxed{\red{Discount\%\:=\:\dfrac{Discount}{M.P}\times{100}\:}}}}}}

\rm{\implies\:Discount\%\:=\:\dfrac{M.P\:-\:S.P}{M.P}\times{100}\:}

\rm{\implies\:Discount\%\:=\:\left\{\:\dfrac{M.P}{M.P}\:-\:\dfrac{S.P}{M.P}\right\}\:\times{100}\:}

\rm{\implies\:Discount\%\:=\:\left\{\:1\:-\:\dfrac{S.P}{M.P}\:\right\}\:\times{100}\:}

\rm{\implies\:Discount\%\:=\:100\:-\:\dfrac{S.P}{M.P}\times{100}\:}

\rm{\implies\:100\:-\:Discount\%\:=\:\dfrac{S.P}{M.P}\times{100}\:}

\bf{\purple{\implies\:S.P\:=\:\dfrac{100\:-\:Discount\%}{100}\times{M.P}\:}}

\rm{\implies\:S.P\:=\:\dfrac{100\:-\:10}{100}\times{250}\:}

\rm{\implies\:S.P\:=\:\dfrac{90}{100}\times{250}\:}

\rm\green{\implies\:S.P\:=\:225\:}

\rm\red{\therefore} [1] S.P is “ 225 ” .

\pink\star\:\bf{\gray{\boxed{\pink{\boxed{\red{Discount\:=\:M.P\:-\:S.P\:}}}}}}

\rm{\implies\:Discount\:=\:250\:-\:225\:}

\rm\green{\implies\:Discount\:=\:25\:}

\rm\red{\therefore} [2] Discount is “ 25 ” .

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