A person borrows Rs 4500 and promises to pay back(without interest) in 30 installments, each of value Rs 10 more than last . Find First and last. (AP)
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Given is sum of 30 installments is 4500. so total terms is 30 and sum of 30 terms is 4500.
and common differnece d is 10.
d=10
applying formula
S30=30/2(2a+(30-1)10)
by solving we get a=5.
so ap will be like this
5,15,25....
now 30 term will be
a+29d
5+29*10=295
so first installment is 5 and last is 295.
and common differnece d is 10.
d=10
applying formula
S30=30/2(2a+(30-1)10)
by solving we get a=5.
so ap will be like this
5,15,25....
now 30 term will be
a+29d
5+29*10=295
so first installment is 5 and last is 295.
Answered by
0
Answer:
Given is sum of 30 installment is 4500.
so total terms is 30 and sum of 30 terms is 4500
and common difference d is 10
d=10
applying formula
s30 = 30/2{2a+(30-1)10}
by solving we get a=5
so ap will be like this 5,15,25....
now 30 terms will be
a+29d
5+29×d
5+29×10=295
so first installment is 5 and last installment is 295
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