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A(x)=9−x2−5(x−3)
f(x) = sin(x)−2 cos(x)
esin(x)
R
A(x) = 25 −x2−3(x−5)
f(x) = cos(x)−2 sin(x)
ecos(x)
R
ln
ch
A=2
3n
×(1,5)n−2×9B=√6
√3−√2+3 √3 + √2
exp
sh
A=−8−1
2n
+ 6 −1
2n−1
+ 5 −1
2n−2B=p3−2√2×p3+2√2
U

θ∈R
p q
tan(p+q) tan(p) tan(q)
cos(p) sin(q)
cos(p) + cos(q)
k∈R
Unn∈N∗
p q
tan(p−q) tan(p) tan(q)
cos(p) cos(q)
cos(p)−cos(q)
f
f
f I Ra∈I F I
F(x) = Zx
a
f(t)dt
x7→ 1
ax2+bx +ca, b, c ∈Ra6= 0
a I R
y0(t) + a(t)y(t) = 0 I
a I R
y0(t) + a(t)y(t)=0 I
f I Ra∈I F I
F(x) = Zx
a
f(t)dt
x7→ 1
ax2+bx +ca, b, c ∈Ra6= 0
f
f