Make this answer small but not too small let say for 5 marks ↓↓
One day, a thief broke into the house of a rich man, A wall of the house fell on him and he died on the spot. The brother of the thief complained to the king that the rich man was responsible for the thief’s death because the wall of his house was weak. The owner of the house was summoned. But he said that the bricklayer who had constructed the wall was responsible. The bricklayer said that when he was making a wall, a dancing girl passed several times through the street. She distracted his attention. So she was responsible. The dancing girl told the king that she had ordered a goldsmith to make jewellery for her. He did not make it in time. So she had to pass through the street several times. The goldsmith was called. He said that he had to make ornaments for a wedding in the rich man’s house. So he could not finish the jewellery of the dancing girl in time. He was the same owner of the house where the thief had died. He said that his father had placed the order. The king and his minister decided that since the rich man’s father had died, he would be executed in his father’s place
Answers
Answer:
I think it is good for 5 marks but if you want to short it than you can cut such line that are not important and which are hard. ❤❤❤
Answer:
Answer:
Rs.1,29,000
Given:
Man buys plot for 3,60,000
He sells one-third at 20% loss
and two-fifths at 25% profit
To find:
Price must he sell the remaining field at 10% profit
Solution:-
C.P=3,60,000
C.P of one-third plot=
\frac{1}{3} \times 360000 = 120000
3
1
×360000=120000
At loss of 20%
S.P of one-third plot=
120000 \times (\frac{1 - 20}{100})120000×(
100
1−20
)
120000 \times \frac{80}{100} = 96000120000×
100
80
=96000
C.P of two-fifth plot=
\frac{2}{5} \times 360000 = 144000
5
2
×360000=144000
At gain of 25%
S.P of two-fifth plot=
144000 \times( \frac{1 + 25}{100})144000×(
100
1+25
)
144000 \times \frac{125}{100} = 180000144000×
100
125
=180000
Now
The remaining field sell overall 10% gain
Gain=10%
s.p =c.p \times (\frac{1 + gain\%}{100})s.p=c.p×(
100
1+gain%
)
= 360000 \times \frac{110}{100} = 396000=360000×
100
110
=396000
_________________
S.P of remaining plot=396000-96000-180000
=Rs.1,29,000