1)(√9/7-√7+2/√7):√1/7
(3/√7-√7+1/√7)*√7=
(3√7/7-√7+√7/7)*√7=
(3√7-7√7+√7/7)*√7
-3√7/7*√7=-3
2)x=elevi
y=banci
x=2y+5
x=3(y-3)
Din ambele rezulta 2y+5=3y-9
-y=-14⇒y=14 banci
x=2*14+5
x=33 elevi
3)Gf∩Gg=P(x,y)
f(x)=g(x)
2x+3=3x-2
x=5
P(5,y)∈Gf⇒f(5)=y
f(5)=13 deci y=13⇒P(5,13)
4)E(x)=(2x-3)²-3x(x-4)+(1-x)(1+x)
E(x)=4x²-12x+9-3x²+12x+1-x²
E(x)=9+1⇒E(x)=10