answer me fast plzzz
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Answer:
5400 Rs
Step-by-step explanation:
Since this is a simple interest, therefore, we will have to calculate each one separately.
The total amount to be paid = 19350 (principal)+ the simple interest for the 4 years.
Let each annual installment be 'x'. The amount to be paid each year will be deducted from the principal.
For the first year, the interest = 19350*0.05 = 967.5
After one year, the principal will be reduced to 19350-x.
The interest for the 2nd year = (19350-x)*0.05 = 967.5-0.05x.
After 2 years, the principal will be 19350-2x.
The interest after 2 years will be (19350-2x)*0.05= 967.5-0.1x
After 3 years, the principal will be 19350-3x
The interest after 3 years will be (19350-3x)*0.05 = 967.5-0.15x
Therefore, the total to be paid after 4 years = 19350 + 4(967.5)-0.05x-0.1x-0.15x; which is equals to 4x (the annual installments over the 4 years).
19350 + 4(967.5)-0.05x-0.1x-0.15x=4x
23220 = 4.3x
x = 5400
So, option B is correct.
5400 Rs
Step-by-step explanation:
Since this is a simple interest, therefore, we will have to calculate each one separately.
The total amount to be paid = 19350 (principal)+ the simple interest for the 4 years.
Let each annual installment be 'x'. The amount to be paid each year will be deducted from the principal.
For the first year, the interest = 19350*0.05 = 967.5
After one year, the principal will be reduced to 19350-x.
The interest for the 2nd year = (19350-x)*0.05 = 967.5-0.05x.
After 2 years, the principal will be 19350-2x.
The interest after 2 years will be (19350-2x)*0.05= 967.5-0.1x
After 3 years, the principal will be 19350-3x
The interest after 3 years will be (19350-3x)*0.05 = 967.5-0.15x
Therefore, the total to be paid after 4 years = 19350 + 4(967.5)-0.05x-0.1x-0.15x; which is equals to 4x (the annual installments over the 4 years).
19350 + 4(967.5)-0.05x-0.1x-0.15x=4x
23220 = 4.3x
x = 5400
So, option B is correct.
abhinavsingh89:
thanks
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