Răspuns:
Explicație pas cu pas:
1. f(x)=6-x
f(1)=5 f(2)=4, f(3)=3 f(0)=6 f(6)=0..........f(100)=-94
f(1)+f(2)+f(3)+...+f(100)=6+5+....+1+0-1-2-.........-94=(6+5+....+1)-(1+2+....+94)=
=6·7/2-94·95/2=3·7-47·95=21-4465=-4444
b)f(1)xf(2)xf(3)x...xf(10)=0 pt ca f(6)=0
c)f(-3)=6+3=9 f(-1)=6+1=7
ma=(9+7)/2=16/2=8
d) f(-2)=6+2=8 f(2)=6-2=4 f(2)/2=2
mg²=8·2 ⇒mg=4
2
f(x)=4x-5 a) 1≠-1 A∉f
b) 3=8-5 B∈f
c) -5=-5 C∈f
d)-4=1-5 D∈f
e) 3=2-5 E∉f