Math, asked by shreshth202, 8 months ago

An almirah was bought for Rs 700 and Rs 125 was spent on its repairs and transportation. It was sold at a profit of 10%. Find the selling price of the almirah.​

Answers

Answered by mesonam
5

\bold{HEYA \:\:MATE! }HEYAMATE!

YOUR ANSWER...

Area of trapezium =

\frac{1}{2} \times height(sum \: of \: parallel \: sides)

2

1

×height(sumofparallelsides)

According to the question,

= \frac{1}{2} \times 4(10 + 12)=

2

1

×4(10+12)

= 2 \times 22=2×22

= 44 {cm}^{2}=44cm

2

HOPE IT HELPS!

^_^

#happytohelp:)

Answered by nilesh102
17

Given data :-

  • An almirah was bought for Rs 700 and Rs 125 was spent on its repairs and transportation.
  • An almirah was sold at a profit of 10%.

Solution :-

{According to given}

Here, cost price ( C.P ) of almirah is Rs 700. and extra spent money is Rs 125.

Hence, total cost ( T.C ) is Rs {700+125}.

→ total cost ( T.C ) = Rs 825

Here , according to given profit percentage is 10 %.

Now by formula

→ Profit% = {Profit/total cost} × 100

→ 10 = {profit/825} × 100

→ 10/100 = profit/825

→ 0.1 = profit/825

→ profit = 0.1 × 825

→ profit = Rs 82.5

Now, by formula

profit = selling price - total cost

→ 82.5 = selling price - 825

→ selling price = Rs 907.5

Hence, the selling price of the almirah is Rs 907.5

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