please give me formulas of trigonometry all ??? for class 10
Answers
Answered by
5
Hey !!!
-------------
The formulas for trigonometry are :
tan = sin / cos
cot = cos / sin
sin2 + cos2 = 1
1 + tan2 = sec2
1 + cot2 = cosec2
sin × cosec = 1
cos × sec = 1
tan × cot = 1
Then see the attachment !!!
-------------
-------------
The formulas for trigonometry are :
tan = sin / cos
cot = cos / sin
sin2 + cos2 = 1
1 + tan2 = sec2
1 + cot2 = cosec2
sin × cosec = 1
cos × sec = 1
tan × cot = 1
Then see the attachment !!!
-------------
Attachments:
Answered by
3
Trigonometric Formulas:

Applying Pythagoras theorem for the given right-angled theorem, we have:
(Perpendicular)2+(Base)2=(Hypotenuese)2
⇒(P)2+(B)2=(H)2
The Trigonometric properties are given below:
S.no
Property
Mathematical value
1
sinA
PH
2
cosA
BH
3
tanA
PB
4
cotA
BP
5
cosecA
HP
6
secA
HB
Relation Between Trigonometric Identities:
S.no
Identity
Relation
1
tanA
sinAcosA
2
cotA
cosAsinA
3
cosecA
1sinA
4
secA
1cosA
Trigonometric Identities:
sin2A+cos2A=1
tan2A+1=sec2A
cot2A+1=cosec2A

Applying Pythagoras theorem for the given right-angled theorem, we have:
(Perpendicular)2+(Base)2=(Hypotenuese)2
⇒(P)2+(B)2=(H)2
The Trigonometric properties are given below:
S.no
Property
Mathematical value
1
sinA
PH
2
cosA
BH
3
tanA
PB
4
cotA
BP
5
cosecA
HP
6
secA
HB
Relation Between Trigonometric Identities:
S.no
Identity
Relation
1
tanA
sinAcosA
2
cotA
cosAsinA
3
cosecA
1sinA
4
secA
1cosA
Trigonometric Identities:
sin2A+cos2A=1
tan2A+1=sec2A
cot2A+1=cosec2A
Similar questions