write the language function of the model verb. my uncle can_ speak five languages
Answers
ans idk.............................................
Answer:
Appropriαte Question :
Two goats were bought at the same cost.One was sold at the profit of 8% and the other was sold at the loss of 10%. What is the cost price of each goat, if the actual difference of the selling prices were rupees 180.
Required Solution :
Given that,
Profit on first goat = 8%
loss on second goat = 10%
we have to find the cost price of each goat, if the actual difference of selling prices were ₹180.
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To do so,
let's assume that Cost price is ₹ x.
we need find the Selling price (S.P.) first.
\large{\boxed{\sf{\red{ S.P. = C.P. \times \dfrac{100+profit \%}{100}}}}}
S.P.=C.P.×
100
100+profit%
Therefore, SP of the first goat will be
\implies{\sf{ x \times \dfrac{100+8}{100}}}⟹x×
100
100+8
\implies{\sf{ x \times \dfrac{108}{100}}}⟹x×
100
108
Also,
\large{\boxed{\sf{\red{ S.P. = C.P. \times \dfrac{100-loss \%}{100}}}}}
S.P.=C.P.×
100
100−loss%
Therefore, SP of the second goat will be
\implies{\sf{ x \times \dfrac{100-10}{100}}}⟹x×
100
100−10
\implies{\sf{ \dfrac{90x}{100}}}⟹
100
90x
Again, the difference between Selling prices is 180.
\implies{\sf{ \dfrac{90x}{100} - \dfrac{180}{100} = 108}}⟹
100
90x
−
100
180
=108
\implies{\sf{ \dfrac{108x-90x}{100} = 108}}⟹
100
108x−90x
=108
\implies{\sf{ \dfrac{18x}{100} = 180}}⟹
100
18x
=180
\implies{\sf{ 18x= 180\times100}}⟹18x=180×100
\implies{\sf{ 18x= 18000}}⟹18x=18000
\implies{\sf{ x= \dfrac{18000}{18}}}⟹x=
18
18000
\large\implies{\boxed{\sf{\orange{1000}}}}⟹
1000
∴ The CP of each goat is Rs. 1000.
And we are done! :D
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