The area of bounded by the curve `4|x-2017^(2017)|+5|y-2017^(2017)|larr20`, is

The area of bounded by the curve 4|x-2017^(2017)|+5|y-2017^(2017)|≤20 , is

The area of bounded by the curve 4|x-2017^(2017)|+5|y-2017^(2017)|≤20 , is

The larger root of equation (2^(2017)+1)x^(2)-2^(2018)x+(2^(2017)-1)=0 is

Can You Solve This Problem ? x^(x^(x^2017)) = 2017

The value of 2018int_(0)^( pi)|sin(2017x)|dx-2017int_(0)^( pi)|sin(2018x)|dx is

If omega!=1 is a complex cube root of unity, then prove that [{:(1+2omega^(2017)+omega^(2018)," "omega^(2018),1),(1,1+2omega^(2018)+omega^(2017),omega^(2017)),(omega^(2017),omega^(2018),2+2omega^(2017)+omega^(2018)):}] is singular

If omega!=1 is a complex cube root of unity, then prove that [{:(1+2omega^(2017)+omega^(2018)," "omega^(2018),1),(1,1+2omega^(2018)+omega^(2017),omega^(2017)),(omega^(2017),omega^(2018),2+2omega^(2017)+omega^(2018)):}] is singular