Go(Tntroduehon To
Trigonometry
PAQE NO.:
DATE:
Peviau R0 YaQT Exom Quntians
Vots Shacl Awarer uenhiae
DTE Os A
=Ahenhind the Nalue tonA.
20Gven that Alnd z 2 ond cosb O then
ahati he Naue
3)TA AABC in m¡ht angled at e,than find the
Nale a AeAt6)
A TE DABC in ight angled at e, then ftnd
6 TA AnA aa thon hat then Value oP
eot A
8)llTA in & thin tthe value tan9in
10)T cos(K+p)=Q, then hind sin lsap)n titra
LA)The value oft
t
a
n
14)Psose that
16)TA
an (
A
t 6)=N3andtan
(AB) ,
The Nalue
a
angle, thn rhat
i t
h
e vaie
of
ate
5T bec 5A cosee
A+ 30rQ
BA an
DATE
: //
PAOE NO.
1
30
14)Tn
he adnnngkwra,
rhata
Dt cos 9aa sind and d (90 then sothat
t
h
e le
PAGE NO.:
4+tanAkecA)XA.Atan AtaeeA)
than ro that g?y?25.
DATE :
20TAtanA =cot
Bthen tind the alue of
adahA
aa) TA CosA=,ndthe value ot 4t 4tan''A.
4+4
Q3Evauate im6o-atan 45°- cos230
25) Tn a AABe ote costnterm of
LA.
29) Poe that 4 4 cot
A6) TE Ac&in = O theh tind the value
23) TA tan aA cot (A t6oind the vaue of
A heTe 2A in an acte nge
Cosee
pa T tan (Ba t30 Athen tind tte vae of
30) hathabeno to walue of casO sthn
A+B.
3) TAA andB are acute angles and
then hnd the
34)Pn taat
33) Gnd thae Nauo n 4 4 n 49°
PAOE NO.t
a0oe hat
DATE: / /
SinAas1ntonA
a cos A cos A
35) Shau that tan9 + on = Aie9-sece
36) T 2 Aino - nd the alus of
40 ose that
4tin9
39) Pae that tancast9 n9.
tant
1+tano
Atoan9
4DPe hat
CoseeC9-4
4Sin9 3cor9
42)T5ton9 =3Hhcn hat o the Nalue
A£ Evauate:
Cosec9 +4
43)lT Atan a3hen tind 4n -Cos9
4sintcosO
A4) T 4tan O 3 evalate 4sin0 -cos941
2
45 T 4cos 14inhnd Hhe alue of
3tan'3o+ tan'60+cosa30-tan 45°
PAOE N0.!
4R T An(A+B)=4 and si(A -8)=
DATE
Cot45o
49valuateAm40
4&) Fid core 30 and cos 60
coS 45
OLA+B90 and ABo then ind AandB.
Cosee 30
5o)T an (A ae) Btan(A-6)
Q<AAB40, hun ind Aand B.
59Paethat tn9
os 9
5 zeRR t
h
e taaonometne
otio oA0e
A
fnd t
a
n
A dan
B
4
Tn th znAquIL
AOG
DATE:
PAOE NO.
:
d tanA
n
B
56T Ai
n shaw hat
3 cos 4
&ee30
55 Evauate Cos
Z5
nd tht Nalue
afO.
53 nd t
h
e value ofsin 30cas
60+
COs 90
23
A and
B nheie (A+8)and
(A8) ace
acte anglen.
60 that e4-bee?Q= tanO tan9
63) oe that;A-cos A
PAOE HO.:
then md th value
65) T! be an acute angle and 5cos 9=T
then evaluate sin t cos-1
66The value-od an 65+in5°
6End th valua afsin 33 sinST.
0)Tht aue af he (tan60+ ain45)in
£ND

CBSE Grade 10 Ch 8 Introduction to Trigonometry Previous 20 Years Board Exam Very Short Answer Questions

  • 1.
    Go(Tntroduehon To Trigonometry PAQE NO.: DATE: PeviauR0 YaQT Exom Quntians Vots Shacl Awarer uenhiae DTE Os A =Ahenhind the Nalue tonA. 20Gven that Alnd z 2 ond cosb O then ahati he Naue 3)TA AABC in m¡ht angled at e,than find the Nale a AeAt6) A TE DABC in ight angled at e, then ftnd 6 TA AnA aa thon hat then Value oP eot A 8)llTA in & thin tthe value tan9in 10)T cos(K+p)=Q, then hind sin lsap)n titra
  • 2.
    LA)The value oft t a n 14)Psosethat 16)TA an ( A t 6)=N3andtan (AB) , The Nalue a angle, thn rhat i t h e vaie of ate 5T bec 5A cosee A+ 30rQ BA an DATE : // PAOE NO. 1 30 14)Tn he adnnngkwra, rhata Dt cos 9aa sind and d (90 then sothat t h e le
  • 3.
    PAGE NO.: 4+tanAkecA)XA.Atan AtaeeA) thanro that g?y?25. DATE : 20TAtanA =cot Bthen tind the alue of adahA aa) TA CosA=,ndthe value ot 4t 4tan''A. 4+4 Q3Evauate im6o-atan 45°- cos230 25) Tn a AABe ote costnterm of LA. 29) Poe that 4 4 cot A6) TE Ac&in = O theh tind the value 23) TA tan aA cot (A t6oind the vaue of A heTe 2A in an acte nge Cosee pa T tan (Ba t30 Athen tind tte vae of
  • 4.
    30) hathabeno towalue of casO sthn A+B. 3) TAA andB are acute angles and then hnd the 34)Pn taat 33) Gnd thae Nauo n 4 4 n 49° PAOE NO.t a0oe hat DATE: / / SinAas1ntonA a cos A cos A 35) Shau that tan9 + on = Aie9-sece 36) T 2 Aino - nd the alus of 40 ose that 4tin9 39) Pae that tancast9 n9. tant 1+tano Atoan9
  • 5.
    4DPe hat CoseeC9-4 4Sin9 3cor9 42)T5ton9=3Hhcn hat o the Nalue A£ Evauate: Cosec9 +4 43)lT Atan a3hen tind 4n -Cos9 4sintcosO A4) T 4tan O 3 evalate 4sin0 -cos941 2 45 T 4cos 14inhnd Hhe alue of 3tan'3o+ tan'60+cosa30-tan 45° PAOE N0.! 4R T An(A+B)=4 and si(A -8)= DATE Cot45o 49valuateAm40 4&) Fid core 30 and cos 60 coS 45 OLA+B90 and ABo then ind AandB. Cosee 30 5o)T an (A ae) Btan(A-6) Q<AAB40, hun ind Aand B.
  • 6.
    59Paethat tn9 os 9 5zeRR t h e taaonometne otio oA0e A fnd t a n A dan B 4 Tn th znAquIL AOG DATE: PAOE NO. : d tanA n B 56T Ai n shaw hat 3 cos 4 &ee30 55 Evauate Cos Z5 nd tht Nalue afO. 53 nd t h e value ofsin 30cas 60+ COs 90 23 A and B nheie (A+8)and (A8) ace acte anglen.
  • 7.
    60 that e4-bee?Q=tanO tan9 63) oe that;A-cos A PAOE HO.: then md th value 65) T! be an acute angle and 5cos 9=T then evaluate sin t cos-1 66The value-od an 65+in5° 6End th valua afsin 33 sinST. 0)Tht aue af he (tan60+ ain45)in £ND