l
UNIT 1-FUNCTION AND LIMIT OF A FUNCTION
ACTIV|TY
NAME:
flodfrgrre,D lqir\\e
!,/
sECroN:
1.
1.1-G
ffTE-h
Given the function
h Eg(x)1= x2 {t
DArE:
o9
t
ztt?o pRoF: .\L tsef,r rrgrr <,\
8(x) = x' and ft(r) =
gtrh
\-*2
=*ztr= O \-l?-
{#
g
x2=-r [f.lX.
I
\=*
Y+
SC0RE:
2
-\"4 = eb
4
2. Given: -f (x) = x' - x+ 4,
ft
+
ir):
--
find
f V?2)1.
t4
-xt q)
a r@- **q)-ae
f qx"-3Yt\to-x{tx-q}q
= i.
-.)u
'*t -a*'3+ioK'-Bxt\Lo
3. Given the
function g(x) = x2 and
h1x1=*,find h[g(-3)]
qi-rl " -9 +i '=-3
h t-J-J'\,,
Hq
(df
tu
s
andg
[, O]
-'{
o.1a
=q
Differential Calculus Module 1-Relation and Function
Page 19