Question

MarkedPrice⟹₹600​ \tt\large\underline\pink{Given:-}Given:−​ \sf{\dashrightarrow Cost\: price\:_{(Shopkeeper)}=₹450}⇢Costprice(Shopkeeper)​=₹450 \tt\large\underline\pink{To\: Find:-}ToFind:−​ \sf{\dashrightarrow Marked\: price\:_{(the\:article)}=?}⇢Markedprice(thearticle)​=? \tt\large\underline\pink{Solution:-}Solution:−​ To calculate marked price of the article , at first we have to find the Selling price for Shopkeeper. Then calculate the marked price of the article. \rm\small\underline\orange{Selling\:Price\:for\: Shopkeeper:-}SellingPriceforShopkeeper:−​ \tt\underline{CP = ₹450\:\:\:P\% = 20\%}CP=₹450P%=20%​ \tt{\dashrightarrow SP =\Bigg[\dfrac{100+P\%}{100}\Bigg]\times\:CP}⇢SP=[100100+P%​]×CP \tt{\dashrightarrow SP =\Bigg[\dfrac{100+20}{100}\Bigg]\times\:450}⇢SP=[100100+20​]×450 \tt{\dashrightarrow SP =\Bigg[\dfrac{120\times\:450}{100}\Bigg]}⇢SP=[100120×450​] \tt{\dashrightarrow SP = 12\times\:45}⇢SP=12×45 \tt{\dashrightarrow SP = ₹540}⇢SP=₹540 \rm\small\underline\orange{Marked\:Price\:for\: Shopkeeper:-}MarkedPriceforShopkeeper:−​ \tt\underline{SP = ₹540\:\:\:D\% = 10\%}SP=₹540D%=10%​ \tt{\dashrightarrow SP =\Bigg[\dfrac{100-D\%}{100}\Bigg]\times\:MP}⇢SP=[100100−D%​]×MP \tt{\dashrightarrow 540 =\Bigg[\dfrac{100-10}{100}\Bigg]\times\:MP}⇢540=[100100−10​]×MP \tt{\dashrightarrow 540 =\Bigg[\dfrac{90\times\:MP}{100}\Bigg]}⇢540=[10090×MP​] \tt{\dashrightarrow 540 =\Bigg[\dfrac{90MP}{100}\Bigg]}⇢540=[10090MP​] \tt{\dashrightarrow 90MP = 540\times\:100}⇢90MP=540×100 \tt{\dashrightarrow MP = 6\times\:100}⇢MP=6×100 \tt{\dashrightarrow MP = ₹600}⇢MP=₹600 \bf\small\underline{Hence,\:\:The\:marked\: price\:_{(the\: article)}=₹600}Hence,Themarkedprice(thearticle)​=₹600​

Answer 1

Answer:

ALL ARE COLLAPSED

Step-by-step explanation:

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