If 1535/1038 = a+1/[b+1 /{c+(d+1/e)}]. Find a*b*c*d*e?	Choices:	A) 165/2	B) 175/2	C) 178/3	D) 187 by 2	E) 197/2
by expanding 1535/1038 make form like a+1/[b+1/{c+(d+ 1/e)}   =1+(497/1038) now a=1   =1+{1/(1038/497)}   =1+{1/(2+42/497)}   =1+{1/(2+1/(497/42)} now b= 2 similarly expand   c=11 d= 1 e=34/8   finally a*b*b*c*d*e   1*2*11*1*34/8   187/2   ANSWER:187 by 2
<result>D</result>
If 1535/1038 = a+1/[b+1 /{c+(d+1/e)}]. Find a*b*c*d*e?