A person buys electronic goods worth ₹ 10,000 for which the sales tax is 4% and other material worth ₹ 15,000 for which the sales tax is 6%. He manufactures a gadget using all these and sells it at 15% profit.What is his selling price?
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Solution :
i ) Cost price of electronic
goods( c.p) = Rs 10000
sales tax ( t ) = 4%
Bill amount (b1) = c.p[(100+t)/100]
= 10000[(100+4)/100]
= 100 × 104
= Rs 10400 ----( 1 )
ii ) cost price of other
materials (c.p) = Rs 15000
sales tax (t) = 6%
Bill amount (b2) = 15000[(100+6)/100]
= 150× 106
=Rs 15900 ------( 2 )
iiii ) If he manufacturers a gadget
using all the above items then
Total cost price of the gadget (c.p)
= b1 + b2
= Rs 10400 + Rs 15900
= Rs 26300
Gain ( g ) = 15%
Let Selling price of the gadget=
( s.p ) = c.p[ ( 100 + g )/100 ]
= 26300 [ ( 100 + 15 )/100 ]
= 263 × 115
= Rs 30245
Therefore ,
Selling price of the gadget = Rs30245
•••••
i ) Cost price of electronic
goods( c.p) = Rs 10000
sales tax ( t ) = 4%
Bill amount (b1) = c.p[(100+t)/100]
= 10000[(100+4)/100]
= 100 × 104
= Rs 10400 ----( 1 )
ii ) cost price of other
materials (c.p) = Rs 15000
sales tax (t) = 6%
Bill amount (b2) = 15000[(100+6)/100]
= 150× 106
=Rs 15900 ------( 2 )
iiii ) If he manufacturers a gadget
using all the above items then
Total cost price of the gadget (c.p)
= b1 + b2
= Rs 10400 + Rs 15900
= Rs 26300
Gain ( g ) = 15%
Let Selling price of the gadget=
( s.p ) = c.p[ ( 100 + g )/100 ]
= 26300 [ ( 100 + 15 )/100 ]
= 263 × 115
= Rs 30245
Therefore ,
Selling price of the gadget = Rs30245
•••••
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