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What is the value of k in
(z−2)−4=zk(z^{-2})^{-4}=z^k(z−2)−4=zk ?
Enter your answer in the box.
k=k=k= ______
(x−5)5=xk(x^{-5})^5=x^k(x−5)5=xk ?
(x−6)3=xk(x^{-6})^3=x^k(x−6)3=xk ?
k=k=k= ________
(y4)4=yk(y^4)^4=y^k(y4)4=yk ?
k=k=k= _______
(z−3)−3=zk(z^{-3})^{-3}=z^k(z−3)−3=zk ?
(z5)4=zk(z^5)^4=z^k(z5)4=zk ?
(z12)−2=zk(z^{12})^{-2}=z^k(z12)−2=zk ?
(z−1)−2=zk(z^{-1})^{-2}=z^k(z−1)−2=zk ?
k=k=k= _____
(x0)−4=xk(x^0)^{-4}=x^k(x0)−4=xk ?
(x3)0=xk(x^3)^0=x^k(x3)0=xk ?
It is done.