NEW ART CALCblur
MIDTERM 2 PREP
f. 2 EXERCISER : TRIGONOMETRIC INTEGRA W
#I
drink v3 Robt
=
funk and attack
=
AM 'M) ( 1- rm d) -
MR da ( by wing trig identity into + coif =
1)
bet a- una
du =
made → dn=¥a
GOING BACK TD INTEGRAL,
Armie ( 1-Mid) itddd
=/ till u4cw¥a -
=
✓w -
ut du
=
§ us ¥ v5 -
+ C
=
§ vivid -
§ um 'd + C
#2
✓ union"O do
=
✓ who unspoilt do
=
✓ who a- Arquette do ( by wing trig identity any +nice __
1)
bet U= rare
dn= who do
-
→ do = -
G-
GOING BACK TO INTEGRAL ,
✓ who (1-000) conto do
=
✓¥u7u4 ¥
= -
fuk it
=
✓ v6 UH -
, =
F- Ut § us
- + r
=
Italo -
§ canso + r
#3É%n±OaisO do
""
=L unto are auto do
=f%uñowo( carat do
"
V. Lmaooooo ( trna) do ( by winging identity aif-m.no :| )
-
=
bet U= VMO → NEED to Do INTERVAL EVALUATION AN ITV
DEFINITE INTEGRAL
du=①rOdf→df=dfp ¥1307 ¥-1451 E. (601--100)
.
-÷
GOING BACK TO INTEGRAL, Who Ya Is Is I
"" * what
V.
-0
ritorno ( fumigate Erin =/
=D 'uwtut¥8
=D 'it( 1-uYdn=f'it(tau+u4dn
.
=
Hit -
2u•+u7dn :÷
%
( Eu :& n' You ] !
"
+
again
=
¥+1
=
f- -
§ + ⇐ =
360
LcM= 8.45=360
=
_÷°= É +É3_
81
I"Im•ddk=ÉñnawnHdn
#4
if "%nedñÑdk
if "%md( 1- aikido
let w- corn - NEED 1INTERVAL EVALUATION .
¥7
du =
-
Amnon away =
,
°
con 1--0007=0
%
GOING BACK INTEGRATION
¥!ñm
TO ,
if""umr( 1- conman ,
, vimeo.in#---f'u-u5C-dn) '
'
f. of ( 1- attu 4)
du
-
( tuy du
=
=
=
[ u-tgus-E.us ];
=
I -
§ + § =
¥+3 =
%
#5
✓ with) cars can)dk
=
✓ virtual Aryan) Artland dn-ihm-l-mlonl-mkatc-mb.HR
=
✓Milton cancan ) (1- WhTTmD (by wing tiny identity calf + why =
1)
bet warmth
du =
toucan)dk → able %-)
GOING BACK TO INTEGRAL
,
✓ unitary Akan) a- irritantTold
=/ uiarcmktu -5T¥ ,
v41 UT
-
= -
du
=
¥ ✓ all -
-
zu + U
"
) du
=
¥ ✓Cui 2U" -
+ us) du
¥ [In E. n' fit ]
"
= -
+ + r
Farm (ta) ¥,dmYTm ) to
'
=
¥ ✓MYTH) -
+
# or >
( Fe )
✓
um
old
rn
ÑdR=tWedn_
's
bet a-for & =
"
du -1£ a- a-
= + ⇐ on
✓Édn=✓¥
rn
.
( +2$ doh =
+2 Ariadne
= -2
✓rmuum2Udn=+2✓vmU( 1- MN) du (any tiny identity
any -1MW -
- 1)
let w =
once
dw= -
rm Udn →
dn=¥L-
GOING BACK TO INTEGRAL,
rmu ( 1-Arm ) due
=
-
WH -
w -3 _¥
MIDTERM 2 PREP
f. 2 EXERCISER : TRIGONOMETRIC INTEGRA W
#I
drink v3 Robt
=
funk and attack
=
AM 'M) ( 1- rm d) -
MR da ( by wing trig identity into + coif =
1)
bet a- una
du =
made → dn=¥a
GOING BACK TD INTEGRAL,
Armie ( 1-Mid) itddd
=/ till u4cw¥a -
=
✓w -
ut du
=
§ us ¥ v5 -
+ C
=
§ vivid -
§ um 'd + C
#2
✓ union"O do
=
✓ who unspoilt do
=
✓ who a- Arquette do ( by wing trig identity any +nice __
1)
bet U= rare
dn= who do
-
→ do = -
G-
GOING BACK TO INTEGRAL ,
✓ who (1-000) conto do
=
✓¥u7u4 ¥
= -
fuk it
=
✓ v6 UH -
, =
F- Ut § us
- + r
=
Italo -
§ canso + r
#3É%n±OaisO do
""
=L unto are auto do
=f%uñowo( carat do
"
V. Lmaooooo ( trna) do ( by winging identity aif-m.no :| )
-
=
bet U= VMO → NEED to Do INTERVAL EVALUATION AN ITV
DEFINITE INTEGRAL
du=①rOdf→df=dfp ¥1307 ¥-1451 E. (601--100)
.
-÷
GOING BACK TO INTEGRAL, Who Ya Is Is I
"" * what
V.
-0
ritorno ( fumigate Erin =/
=D 'uwtut¥8
=D 'it( 1-uYdn=f'it(tau+u4dn
.
=
Hit -
2u•+u7dn :÷
%
( Eu :& n' You ] !
"
+
again
=
¥+1
=
f- -
§ + ⇐ =
360
LcM= 8.45=360
=
_÷°= É +É3_
81
I"Im•ddk=ÉñnawnHdn
#4
if "%nedñÑdk
if "%md( 1- aikido
let w- corn - NEED 1INTERVAL EVALUATION .
¥7
du =
-
Amnon away =
,
°
con 1--0007=0
%
GOING BACK INTEGRATION
¥!ñm
TO ,
if""umr( 1- conman ,
, vimeo.in#---f'u-u5C-dn) '
'
f. of ( 1- attu 4)
du
-
( tuy du
=
=
=
[ u-tgus-E.us ];
=
I -
§ + § =
¥+3 =
%
#5
✓ with) cars can)dk
=
✓ virtual Aryan) Artland dn-ihm-l-mlonl-mkatc-mb.HR
=
✓Milton cancan ) (1- WhTTmD (by wing tiny identity calf + why =
1)
bet warmth
du =
toucan)dk → able %-)
GOING BACK TO INTEGRAL
,
✓ unitary Akan) a- irritantTold
=/ uiarcmktu -5T¥ ,
v41 UT
-
= -
du
=
¥ ✓ all -
-
zu + U
"
) du
=
¥ ✓Cui 2U" -
+ us) du
¥ [In E. n' fit ]
"
= -
+ + r
Farm (ta) ¥,dmYTm ) to
'
=
¥ ✓MYTH) -
+
# or >
( Fe )
✓
um
old
rn
ÑdR=tWedn_
's
bet a-for & =
"
du -1£ a- a-
= + ⇐ on
✓Édn=✓¥
rn
.
( +2$ doh =
+2 Ariadne
= -2
✓rmuum2Udn=+2✓vmU( 1- MN) du (any tiny identity
any -1MW -
- 1)
let w =
once
dw= -
rm Udn →
dn=¥L-
GOING BACK TO INTEGRAL,
rmu ( 1-Arm ) due
=
-
WH -
w -3 _¥
