If cosecA=2, find 1/tanA + sinA/1+cosA

preview_player
Показать описание

  1. Soo Easy
Рекомендации по теме
If cosecA=2, find 0:03:17

If cosecA=2, find 1/tanA + sinA/1+cosA

If cosecA=2 then 0:03:19

If cosecA=2 then find the value of 1/tanA+sinA/(1+cosA) @edulover123

If cos e 0:03:31

If cos e c\ A=2 , find the value of 1/(tanA)+(sinA)/(1+cosA) | 10 | TRIGONOMETRIC RATIOS | MATHS...

'If `cos e 0:03:31

'If `cos e c\ A=2`, find the value of `1/(tanA)+(sinA)/(1+cosA)`'

Trigonometry | if 0:06:33

Trigonometry | if Cosec A =2 , find the value of 1/tan A + sin A/1+Cos A

If cosec A=2, 0:06:14

If cosec A=2, find the value of 1/tan A + sin A/1+cos A.

If cosec A=2, 0:07:40

If cosec A=2, find 1/tanA + sinA/1+cosA

to prove: (cosecA 0:00:37

to prove: (cosecA -secA)^2 = (1-cosA)/(1+cosA) #trignometry #mathsfreak

`cosecA+cotA=11/2` then find 0:02:43

`cosecA+cotA=11/2` then find the value of `tanA`

sina+coseca)2+(cosa+seca)2=7+tan2a+cot2a | (sina+coseca)2+(cosa+seca)2=7+tan2a+cot2a 0:04:11

sina+coseca)2+(cosa+seca)2=7+tan2a+cot2a | (sina+coseca)2+(cosa+seca)2=7+tan2a+cot2a

TRIGONOMETRY | Prove 0:05:10

TRIGONOMETRY | Prove (sinA +secA)^2 + (cosA + cosecA)^2 = (1 + secAcosecA)^2 || Q 9

CLASS 10 MATHS, 0:03:44

CLASS 10 MATHS, CHAPTER 8, TRIGONOMETRY, NCERT SOLUTIONS,THE MATHS GURUDEV

If cosecA + 0:05:39

If cosecA + cotA = m Prove that (m² - 1)/(m² + 1) = cosA​

If sin A 0:02:39

If sin A + cosec A = 2, find the value of sin^2 A + cosec^2 A. | 9 | TRIGONOMETRICAL RATIOS | ...

If tanA equal 0:05:21

If tanA equal to 2 evaluate secA sinA + tan square A minus cosecA Rdsharma class10Trigonometry

If cosec A 0:03:26

If cosec A = root 2, find the value of 2sin2A + 3cot2 A / 4(tan2 A - cos 2 A)

If cosecA+cotA=5/2, then 0:02:33

If cosecA+cotA=5/2, then tanA is?|JEE|Main|Trigonometry|CET|2024|25|MCQ|CBSE|NCERT|Identities|Latest

If cosecA-cotA=q, then 0:05:39

If cosecA-cotA=q, then show that q²-1/q²+1+cosA=0

If cosecA=2 3/5, 0:02:09

If cosecA=2 3/5, find the value of tanA and cosA.

If cosecA + 0:07:04

If cosecA + cotA =k then prove that cosA = (k^2-1)/(k^2+1)

If cosecA = 0:03:53

If cosecA = 13/12 Find value of (2sinA - 3cosA)/(4sinA - 9cosA)

If `cosecA+cotA=11/2` then 0:03:17

If `cosecA+cotA=11/2` then tanA is equal to

Prove that sinA/cotA+ 0:06:09

Prove that sinA/cotA+ cosecA - sinA/cotA-cosecA = 2

Prove the trigonometric 0:01:01

Prove the trigonometric identity (1+cotA-cosecA)(1+tanA+secA)=2. (1+cotA-cosecA)(1+tanA+secA)=2.