Question

A fruit seller purchased 25 dozen of bananas for 40 rupees per dozen. 42 bananas are not in good condition so he thrown them away. He sold remaining bananas at 4 rupees per each Find the profit and loss percent.​

Answer 1

Answer:

Loss of 4.8℅

Step-by-step explanation:

Given:-

• C.P of One Dozen Bananas = Rs.40

Then,

• C.P. of 25 Dozen Bananas = Rs.1000

$\rule{300}{2}$

Solution:-

• If 42 Bananas are Not Good and He Thrown them.
• Then,
• $Fruit \: Seller \: Thrown \: 3 \frac{1}{2} \: dozen \: bananas$
• Total Number Of Bananas He Have = 280 - 42
• => 238 Bananas

$Cost \: Of \: 238 \: Bananas \: (25 - \frac{7}{2} = \frac{50 - 7}{2} = \frac{43}{2} ) \\ \: at \: rate \: of \: </em></strong><strong><em>R</em></strong><strong><em>s.40 \: per \: dozen \: \\ = 40 \times \frac{43}{2} = </em></strong><strong><em>R</em></strong><strong><em>s.20 \times 43 \\ \red { \boxed{= </em></strong><strong><em>R</em></strong><strong><em>s.860 \: of \: \frac{43}{2} \: dozen \: bananas}}$

$</em></strong><strong><em> </em></strong><strong><em>\</em></strong><strong><em>Rightarrow</em></strong><strong><em> </em></strong><strong><em>He \: Sell \: 238 \: bananas \: at \: </em></strong><strong><em>R</em></strong><strong><em>s.4 \\ </em></strong><strong><em>T</em></strong><strong><em>hen</em></strong><strong><em>,</em></strong><strong><em> \\ </em></strong><strong><em>S.</em></strong><strong><em>P</em></strong><strong><em>. \: of \: 283 \: bananas = \: 238 \times 4 = \\ {\red{</em></strong><strong><em>R</em></strong><strong><em>s.952}} \: \\ </em></strong><strong><em>W</em></strong><strong><em>e \: </em></strong><strong><em>K</em></strong><strong><em>now \: </em></strong><strong><em>T</em></strong><strong><em>hat \: \\ </em></strong><strong><em>\</em></strong><strong><em>R</em></strong><strong><em>i</em></strong><strong><em>g</em></strong><strong><em>h</em></strong><strong><em>t</em></strong><strong><em>a</em></strong><strong><em>r</em></strong><strong><em>r</em></strong><strong><em>o</em></strong><strong><em>w</em></strong><strong><em> </em></strong><strong><em>L</em></strong><strong><em>oss = </em></strong><strong><em>CP</em></strong><strong><em>\: - \: </em></strong><strong><em>S</em></strong><strong><em>P</em></strong><strong><em> </em></strong><strong><em>\\ 1000 - 952 = 48 \\ \: {\purple{</em></strong><strong><em>L</em></strong><strong><em>oss \: of \: </em></strong><strong><em>R</em></strong><strong><em>s.48}}$

$\rule{300}{2}$

We Know That,

$</em></strong><strong><em>\</em></strong><strong><em>l</em></strong><strong><em>a</em></strong><strong><em>r</em></strong><strong><em>g</em></strong><strong><em>e</em></strong><strong><em> </em></strong><strong><em>{\boxed {\green{</em></strong><strong><em>L</em></strong><strong><em>oss\% = 100 \times \frac{</em></strong><strong><em>L</em></strong><strong><em>oss}{</em></strong><strong><em>CP</em></strong><strong><em>} }}}$

$</em></strong><strong><em>L</em></strong><strong><em>oss\% = 100 \times \frac{48}{1000} = 4.8\% \\ \large \blue {\underline {\underline{</em></strong><strong><em>L</em></strong><strong><em>oss = 4.8\%}}}$

Thank You.

Make It Brainlist Answer........ Please.......

Answer 2

Answer:

see the attachment.⤴️⤴️⤴️⤴️