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The annual payment that will discharge a debt of rs A due in "t" years at the rate of interest r% per annum is

(100A)/(100t+((rt(t-1))/2))

here A=600 t=5 r=8

hence (100*600)/(100*5+((8*5(5-1))/2)) 100*600/580 =103.448 (answer)

Let the annual payment be Rs. x Now (Amount of x for 4 years) + (Amount of x for 3 years) + (Amount of x for 2 years) + (Amount of x for 1 year) + x = 600 [x+ (x*4*8)/100] + [x+ (x*3*8)/100] + [x+ (x*2*8)/100] + [x+ (x*1*8)/100] + x = 600

5x + [(32x + 24x + 16x + 8x)/100] = 600 or 5x + 80x/100 = 600 i.e. 5.8x = 600

Means x = 103.45