Find the positive integer x that satisfies the following equation (not as complex as it seems to be)
In equation, On LHS we put value of each section =-1 to equalise value of - 4 on RHS So (-1)+(-1)+(-1)+(-1)=-4 Then (315-x)/101=-1 x=416 Ans:value of x is 416
In equation, On LHS we put value of each section =-1 to equalise value of - 4 on RHS So (-1)+(-1)+(-1)+(-1)=-4 Then (315-x)/101=-1 x=316 Ans:value of x is 316
What is the value of x which satisfies the following equation?
Let Ln denote the arc length of the curve x^2n + y^2n = 1 where n is a positive integer. Find Lim (n->∞) Ln
