SOLUTION: Express (I) i^(-4k) and (ii) i^(-(4k+1)), where i is the imaginary number and k is a positive constant,in the simplest form or in term of i.
Algebra.Com
Question 1081101: Express (I) i^(-4k) and (ii) i^(-(4k+1)), where i is the imaginary number and k is a positive constant,in the simplest form or in term of i.
Answer by Alan3354(69443) (Show Source): You can put this solution on YOUR website!
Express (I) i^(-4k) and (ii) i^(-(4k+1)), where i is the imaginary number and k is a positive constant,in the simplest form or in term of i.
-------
i^(-4k) = 1/i^(4k) = 1/1 = 1
================================
i^(-(4k+1))
= 1/i^(4k+1)
= 1/(i^(4k)*i)
= 1/(1*i)
= 1/i
= i/i^2
= i/-1
= -i
RELATED QUESTIONS
Given the following vectors:
b = -3i + 4j
c = i - 2j
e = -2j + k
Calculate (b +... (answered by Alan3354)
Hi I am having problems completely solving this worded problem
Five years ago... (answered by josmiceli,josgarithmetic)
If {{{k^2=k+5}}} express the following in terms of k and a constant.
i) {{{k^3}}}
ii) (answered by josgarithmetic)
For what values of k will the line kx – 3y = 4k have a slope of 1?
i have started by... (answered by ankor@dixie-net.com)
Prove that if k is an integer then (4k+1)i^4k + (4k+2)i^4k+1 + (4k+3)i^4k+2 +... (answered by robertb)
If k^2=k+5, express the following in terms of k and a constant only.
(i) k^3
(ii)... (answered by ikleyn)
I am having trouble understanding this math. Can you please help me with this problem... (answered by Earlsdon)
The points A and B have position vectors, relative to the origin O, given by
OA = -1 +... (answered by ElectricPavlov)
x + y = 4k
2x = k
where k is a constant Real Number, solve the system for (x; y) in... (answered by ewatrrr)