A buys m articles Rs- x each and another n articles Rs- y- If he sells all the articles Rs- z per article- frame an equation to his profit-mx - n- z - -mx - y-m - n- x - -mx - y-m - n- zx - -mx - y-mn - x- z - -mx - y-

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Toppr Admin · Accepted Answer

Cost price of m articles at Rs- x each -m-xD7-x-mx-xA0-RsCost price of n articles for Rs y Rs- -y-xA0-RsTotal Cost Price -CP- -mx-y-xA0-RsNow- Total -m-n- articles sold at z per article-Therefore- Total selling price -SP- -m-n-xD7-z-x2234-Profit-SP-x2212-CP-m-n-z-x2212-mx-y-

A man buys m articles at Rs. x each and another n articles for Rs. y. If he sells all the articles at Rs. z per article, frame an equation to find his profit(mx+n)z−(mx+y)(m+n)x−(mx+y)(m+n)zx−(mx+y)(mn+x)z−(mx+y)

Cost price of m articles at Rs. x each =m×x=mx RsCost price of n articles for Rs y Rs. =y RsTotal Cost Price (CP) =mx+y RsNow, Total (m+n) articles sold at z per article.Therefore, Total selling price (SP) =(m+n)×z∴Profit=SP−CP=(m+n)z−(mx+y)

A man buys $m$ articles at Rs. $x$ each and another $n$ articles for Rs. $y$ . If he sells all the articles at Rs. $z$ per article, frame an equation to find his profit
$(m x + n) z - (m x + y)$
$(m + n) x - (m x + y)$
$(m + n) z x - (m x + y)$
$(m n + x) z - (m x + y)$