If $f : N \to N$ is given by $f (x) = {\frac{x + 1}{2} \frac{x}{2} if x is odd if x is even$ and $g : N \to N i s g i v e n b y$ g(x)=x-(-1)^x $, t h e n$ f(g(x))\displaystyle{i}{s}{\left({a}\right)}{o}\ne{o}\ne{\quad\text{and}\quad}{o}{n}\to{\left({b}\right)}{m}{a}{y}{o}\ne{\quad\text{and}\quad}{o}{n}\to{\left({c}\right)}{o}\ne{o}\ne{\quad\text{and}\quad}\neg{o}{n}\to{\left({d}\right)}\ne{i}{t}{h}{e}{r}{o}\ne-{o}\ne{o}{n}\to

Views: 731 students

Found 3 tutors discussing this question

Ava Discussed

f : N \to N

is given by

f (x) = {\frac{x + 1}{2} \frac{x}{2} if x is odd if x is even

and

g : N \to N i s g i v e n b y

g(x)=x-(-1)^x

, t h e n

f(g(x))\displaystyle{i}{s}{\left({a}\right)}{o}\ne{o}\ne{\quad\text{and}\quad}{o}{n}\to{\left({b}\right)}{m}{a}{y}{o}\ne{\quad\text{and}\quad}{o}{n}\to{\left({c}\right)}{o}\ne{o}\ne{\quad\text{and}\quad}\neg{o}{n}\to{\left({d}\right)}\ne{i}{t}{h}{e}{r}{o}\ne-{o}\ne{o}{n}\to

8 mins ago

Discuss this question LIVE

8 mins ago