soal matematika ipa snmptn 2008 202 jogjastudent.com
www.onlineschools.name
y = x3 + 1
"
"
1
0
ydx + xdy
0
−1
1
0
ydx +
0
xdy
−1
1
( y − x)dx
−1
2
0
xdy −
ydx
−1
1
−1
1
ydx − xdy
−1
0
(log a )x 2 + 2(log a )x + log b = 0
!
a>b
a 1
a < b, a < 1
a < b, 0 < a < 1
www.onlineschools.name
#
$
%
y = ax 2 − (a + 1)x + 6, a ≠ 0
& #!
#
'
(
)
_
→
*
_
→
$
+ p
+
1
!
2
cos a =
_
_
→
+ a = −4 x i + 2 j
%
_
b = −3 i + x j !
+
,
→
→
→
→
a
b
a
p
→
p=
_
3i+ j
_
_
− 3i+ j
_
_
3i− j
_
_
− 2i+ 2 j
_
_
− 3i− j
'
$
cos 2θ − 3 sin 2θ = −1
ctgθ =
cos θ ≠ 0 !
1
3
−
1
3
1
3
3
− 3
(
%
!
/ /
0
0
+
.!
*
(
)
1
2
y = x2 − x −1 −1
x=
3
%
3
1
2
[12 ,1]
x = − 12
% 40 ! 5
% [− ∞, 12 ]
$
#
%
!.
www.onlineschools.name
)
/
(3
$
/
10 3
3 5 3
9
2
3
3 2 3
#
6
3
1
y=−
$
3
( x − 2 )2 + y 2
x+r 3
= r2 !
!
&
'
#
0
0#
. 7
"*
$
+
"*
"
+
+
!
/
, !
.
*'
''
('
6.
.
f ' ( x) = lim
$
1
x+a
a →0
−
1
6
1
6
− 1x
a
f (b) = −
1
!
6
1
6
− 16
6
− 6
#
(
$
πx
2x
cos
y = x3 + 1
"
"
1
0
ydx + xdy
0
−1
1
0
ydx +
0
xdy
−1
1
( y − x)dx
−1
2
0
xdy −
ydx
−1
1
−1
1
ydx − xdy
−1
0
(log a )x 2 + 2(log a )x + log b = 0
!
a>b
a 1
a < b, a < 1
a < b, 0 < a < 1
www.onlineschools.name
#
$
%
y = ax 2 − (a + 1)x + 6, a ≠ 0
& #!
#
'
(
)
_
→
*
_
→
$
+ p
+
1
!
2
cos a =
_
_
→
+ a = −4 x i + 2 j
%
_
b = −3 i + x j !
+
,
→
→
→
→
a
b
a
p
→
p=
_
3i+ j
_
_
− 3i+ j
_
_
3i− j
_
_
− 2i+ 2 j
_
_
− 3i− j
'
$
cos 2θ − 3 sin 2θ = −1
ctgθ =
cos θ ≠ 0 !
1
3
−
1
3
1
3
3
− 3
(
%
!
/ /
0
0
+
.!
*
(
)
1
2
y = x2 − x −1 −1
x=
3
%
3
1
2
[12 ,1]
x = − 12
% 40 ! 5
% [− ∞, 12 ]
$
#
%
!.
www.onlineschools.name
)
/
(3
$
/
10 3
3 5 3
9
2
3
3 2 3
#
6
3
1
y=−
$
3
( x − 2 )2 + y 2
x+r 3
= r2 !
!
&
'
#
0
0#
. 7
"*
$
+
"*
"
+
+
!
/
, !
.
*'
''
('
6.
.
f ' ( x) = lim
$
1
x+a
a →0
−
1
6
1
6
− 1x
a
f (b) = −
1
!
6
1
6
− 16
6
− 6
#
(
$
πx
2x
cos