Split 207

Split number 207 into three parts such that these are in the arithmetic progression (AP) and the product of two smaller parts is 4623.

Correct answer:

a =  67
b =  69
c =  71

Step-by-step explanation:

a,b,c b=a+d c=b+d  a+b+c=207 4623 = a b  4623 = a (a+d) a+(a+d)+(a+2d)=207 3a+3d = 207 a+d = 69  4623 = a 69  a=4623/69=67
b=a4623=674623=69
c=b+(ba)=69+(6967)=71   Verifying Solution:   s=a+b+c=67+69+71=207 p=a b=67 69=4623



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