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Given that Raghav buys a shop for 120000.
He pays half of the amount in cash = 1/2 * 120000
= 60000.
Balance amount to be paid = 120000 - 60000 = 60000.
Given that amount of each installment = 5000.
He agrees to pay the balance in 12 annual installments with interest of 12%.
1. Amount of the first installment = 5000 + 12/100 * 60000
= 5000 + 600 * 12
= 5000 + 7200
= 12200.
2. Amount of the second installment = 5000 + 12/100 * (60000 - 5000)
= 5000 + 12/100 * 55000
= 5000 + 550 * 12
= 5000 + 6600
= 11600.
So. the amount paid for installment is 12200,11600.......It forms an AP.
The 1st term a = 12200
Common Difference d = 11600 - 12200
= -600.
The number of terms n = 12.
We know that sum of n terms = n/2(2a + (n-1)* d)
Therefore the total cost of the shop = 60000 + 12/2(2(12200) + (12-1) * (-600))
= 60000 + 6(24400 - 6600)
= 60000 + 6 * 17800
= 60000 + 106800
= 166800.
The total cost of the shop = 166800.
Hope this helps!
pls mark on brain list pls
He pays half of the amount in cash = 1/2 * 120000
= 60000.
Balance amount to be paid = 120000 - 60000 = 60000.
Given that amount of each installment = 5000.
He agrees to pay the balance in 12 annual installments with interest of 12%.
1. Amount of the first installment = 5000 + 12/100 * 60000
= 5000 + 600 * 12
= 5000 + 7200
= 12200.
2. Amount of the second installment = 5000 + 12/100 * (60000 - 5000)
= 5000 + 12/100 * 55000
= 5000 + 550 * 12
= 5000 + 6600
= 11600.
So. the amount paid for installment is 12200,11600.......It forms an AP.
The 1st term a = 12200
Common Difference d = 11600 - 12200
= -600.
The number of terms n = 12.
We know that sum of n terms = n/2(2a + (n-1)* d)
Therefore the total cost of the shop = 60000 + 12/2(2(12200) + (12-1) * (-600))
= 60000 + 6(24400 - 6600)
= 60000 + 6 * 17800
= 60000 + 106800
= 166800.
The total cost of the shop = 166800.
Hope this helps!
pls mark on brain list pls
nishal63:
can you please write the formula for the given solution ......
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3
this is the answer I hope it will help you
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