Question

what is the s.p of an article if it's c.p=₹510 loss=15%
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Answer 1

${\huge{\boxed{\tt{\color {lime}{✿Answer:-}}}}}$

• S.P. of the article = ₹433.5

${\boxed{\tt{\color {orange}{✿\: Step-\: By-\: Step\: \:Explaination:-\:}}}}$

$\huge \underline \mathfrak\pink{Given:- }$

• C.P. (COST PRICE) of the article = ₹510
• Desired LOSS % = 15%

$\huge \underline \mathfrak\pink{To~Find:- }$

• The S.P. (SELLING PRICE) of the article.

$\huge \underline \mathfrak\pink{Solution:- }$

To Find S.P. When C.P. And Gain Or Loss Per Cent Are Given:-

${\tt{\color {turquoise}{∴ Desired \: S.P. = \frac{(100 \: - \: loss \: per \: cent)}{100} \times C.P.}}}$

Then Solving:-

${\tt{\color {turquoise}{→ \frac{(100 - 15)}{100} \times 510}}} \\ {\tt{\color {turquoise}{→( \frac{85}{100} \times 510)}}} \\ {\tt{\color {turquoise}{→}}} \: {\tt{\boxed{\color {turquoise}{₹433.5}}}}$

∴ Hence, S.P. of the article = ₹433.5.

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${\huge{\boxed{\tt{\color {indigo}{✿\: To\: Verify:-}}}}}$

${\tt{\color {turquoise}[tex]{:⇒C.P. = \frac{100}{(100 \: - \: loss \: per \: cent)} \times S.P.}}}</p><p>[tex]{\tt{\color {turquoise}{:⇒C.P. = \frac{100}{(100-15)} \times 433.5}}}</p><p>[tex]{\tt{\color {turquoise}{:⇒C.P. = \frac{100}{85} \times 433.5}}}</p><p>[tex]{\tt{\color {turquoise}{:⇒C.P. = \frac{8,670}{17}}}}</p><p>[tex]{\tt{\color {turquoise}{:⇒}}} {\tt{\boxed{\color {turquoise}{C.P. = ₹510}}}}</p><p>  ⠀[tex]{\tt{\color {turquoise}{[∴Hence, verified✔]}}}</p><p></p><p></p><p></p><p></p><p></p><p>   ⠀  </p><p></p><p>   ⠀  </p><p>[tex]{\tt{\color {plum}{✿\: ~Thanx\:}}}$

${\tt{\color {purple}{You\:}}}$${\tt{\color {plum}{Very\:}}}$${\tt{\color {purple}{Much\:}}}$${\tt{\color {plum}{Army!\:}}}$

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Answer 2

Answer:

₹433.5.

Explanation:

S.P. of the article = ₹433.5

C.P. (COST PRICE) of the article = ₹510

Desired LOSS % = 15%

The S.P. (SELLING PRICE) of the article.

To Find S.P. When C.P. And Gain Or Loss Per Cent Are Given:-

Then Solving:-

∴ Hence, S.P. of the article = ₹433.5.

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