[" Q18.If "(1)(2020)+(2)(2019)+(3)(2018)+.............+(2020)],[(1)=2020times2021times k," then the value of "(k)/(100)" is equal to "]

If (1)(2020)+(2)(2019)+(3)(2018)+…….+(2020)(1)=2020xx2021xxk, then the value of (k)/(100) is equal to

If (1)(2020)+(2)(2019)+(3)(2018)+…….+(2020)(1)=2020xx2021xxk, then the value of (k)/(100) is equal to

If A=[(3,-2),(7,-5)] , then the value of |-3A^(2019)+A^(2020)| is equal to

If A=[(3,-2),(7,-5)] , then the value of |-3A^(2019)+A^(2020)| is equal to

If f(x)=(4^(x))/((4^(x)+2)) and f((1)/(2020))+f((2)/(2020))+...+f((2019)/(2020))=1010+k then the value of k is

If f(x) is a continuous function such that f(x) gt 0 for all x gt 0 and (f(x))^(2020)=1+int_(0)^(x) f(t) dt , then the value of {f(2020)}^(2019) is equal to

If f(x) is a continuous function such that f(x) gt 0 for all x gt 0 and (f(x))^(2020)=1+int_(0)^(x) f(t) dt , then the value of {f(2020)}^(2019) is equal to

Find the value of i^(2017)+i^(2018)+i^(2019)+i^(2020) .

If 17^(2020) is divided by 18, then what is the remainder ?

Let the integral I=int((2020)^(x+sin^(-1)(2020)^(x)))/(sqrt(1-(2020)^(2x)))dx =K^(2)(202)^(sin^(-1)(2020)^(x))+lambda (where, lambda is constant of integration), then the value of 2020^(K) is