i^(17)-((1)/(i))^(34)}^(2)

Evaluate [ i^(14) - (1/i)^(34)]^2

Evaluate [ i^(14) - (1/i)^(34)]^2

[i^(17)+1/(i^(315))]^(9) is equal to

[i^(17)+1/(i^(315))]^(9) is equal to

A root of the equation 17x^(2)+17x tan[2tan^(-1)((1)/(5))-(pi)/(4)]-10=0 is (i) (10)/(17)(ii)-1(iii)-(7)/(17) (iv) 1

Find the values of the following : (i) i^(7)+i^(17)+i^(12) (ii) i^(11)+i^(-11) (iii) i^(3)+(1)/(i^(3)) (iv) 1+i^(2)+i^(6)+i^(8)

Find the values of the following : (i) i^(7)+i^(17)+i^(12) (ii) i^(11)+i^(-11) (iii) i^(3)+(1)/(i^(3)) (iv) 1+i^(2)+i^(6)+i^(8)

Show that i^(15)+i^(17)+i^(19)+i^(21)+i^(24) is a real number.

Show that i^(15)+i^(17)+i^(19)+i^(21)+i^(24) is a real number.

If A = [[x, -2],[3, 7]] and A^(-1) = [[(7)/(34), (1)/(17)],[(-3)/(34), (2)/(17)]] , then the value of x is