2. A loan Lis repaid using increasing payments. The first payment, made at t = 1, is of amount 200, and each subsequent payment increases by a factor of (1.05), with the last payment at t = 20. However, at 10, the borrower decides to make an additional payment of X, which allow him to halve the size of the remaining payments (t = 11,., 20). Determine L and X if the effective interest is 8%. %3D

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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2.
A loan Lis repaid using increasing payments. The first payment, made at t = 1, is of amount 200,
and each subsequent payment increases by a factor of (1.05), with the last payment at t =
t= 10, the borrower decides to make an additional payment of X, which allow him to halve the size of the
remaining payments (t = 11, ., 20). Determine L and X if the effective interest is 8%.
20. However, at
%3D
Transcribed Image Text:2. A loan Lis repaid using increasing payments. The first payment, made at t = 1, is of amount 200, and each subsequent payment increases by a factor of (1.05), with the last payment at t = t= 10, the borrower decides to make an additional payment of X, which allow him to halve the size of the remaining payments (t = 11, ., 20). Determine L and X if the effective interest is 8%. 20. However, at %3D
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