IB HL Review 5 – Trigonometry3. [Maximum mark: 6] Find all solutions to the equation tanx + tan2x...

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IB HL Review 5 – Trigonometry 2.

Transcript of IB HL Review 5 – Trigonometry3. [Maximum mark: 6] Find all solutions to the equation tanx + tan2x...

Page 1: IB HL Review 5 – Trigonometry3. [Maximum mark: 6] Find all solutions to the equation tanx + tan2x = 0 where 00 x < 3600 7. [Maximum mark: 6] Triangle ABC has area 21 cm2. The sides

IB HL Review 5 – Trigonometry

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Page 2: IB HL Review 5 – Trigonometry3. [Maximum mark: 6] Find all solutions to the equation tanx + tan2x = 0 where 00 x < 3600 7. [Maximum mark: 6] Triangle ABC has area 21 cm2. The sides

IB HL Review 5 – Trigonometry

6.

Page 3: IB HL Review 5 – Trigonometry3. [Maximum mark: 6] Find all solutions to the equation tanx + tan2x = 0 where 00 x < 3600 7. [Maximum mark: 6] Triangle ABC has area 21 cm2. The sides

IB HL Review 5 – Trigonometry

2.

Page 4: IB HL Review 5 – Trigonometry3. [Maximum mark: 6] Find all solutions to the equation tanx + tan2x = 0 where 00 x < 3600 7. [Maximum mark: 6] Triangle ABC has area 21 cm2. The sides

IB HL Review 5 – Trigonometry

6.

Page 5: IB HL Review 5 – Trigonometry3. [Maximum mark: 6] Find all solutions to the equation tanx + tan2x = 0 where 00 x < 3600 7. [Maximum mark: 6] Triangle ABC has area 21 cm2. The sides

IB HL Review 5 – Trigonometry

Page 6: IB HL Review 5 – Trigonometry3. [Maximum mark: 6] Find all solutions to the equation tanx + tan2x = 0 where 00 x < 3600 7. [Maximum mark: 6] Triangle ABC has area 21 cm2. The sides

IB HL Review 5 – Trigonometry

Page 7: IB HL Review 5 – Trigonometry3. [Maximum mark: 6] Find all solutions to the equation tanx + tan2x = 0 where 00 x < 3600 7. [Maximum mark: 6] Triangle ABC has area 21 cm2. The sides

IB HL Review 5 – Trigonometry

Page 8: IB HL Review 5 – Trigonometry3. [Maximum mark: 6] Find all solutions to the equation tanx + tan2x = 0 where 00 x < 3600 7. [Maximum mark: 6] Triangle ABC has area 21 cm2. The sides

IB HL Review 5 – Trigonometry


Formula Sheet€¦ · 2 cos2x = cos2 x!sin2 x =1!2sin2 x = 2cos2 x!1 Formula Sheet Reciprocal Identities: cscx = 1 sinx secx = 1 cosx cotx = 1 tanx Quotient Identities: tanx = sinx

Formula Sheet€¦ · 2 cos2x = cos2 x!sin2 x =1!2sin2 x = 2cos2 x!1 Formula Sheet Reciprocal Identities: cscx = 1 sinx secx = 1 cosx cotx = 1 tanx Quotient Identities: tanx = sinx

Central Bucks School District · 2017. 5. 16. · c) tan 2x= tan2x 4vG 24 sin2x = — 25 4) If cosx= 2 cos2x = — 25 —in uadrantl find each of the double angle values. 2 32 b)

Central Bucks School District · 2017. 5. 16. · c) tan 2x= tan2x 4vG 24 sin2x = — 25 4) If cosx= 2 cos2x = — 25 —in uadrantl find each of the double angle values. 2 32 b)

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Advanced Higher Revision Notes - St Andrew's Academy - Home · 2016-03-01 · Advanced Higher Revision Notes M Newlands, 2014 Unit 1 ... tanx sec²x sin²x = 1 – ... [**Remember

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...Q. sin x cos x If (A) tan2x = ? (c) tan2x = A 1 — , is equal to cos x 27 cos x 27 125 125 sin (B) sin (D) x x Q. sin230t - sin3u If a = , then the value of sin 16(1 + sin4a equal

...Q. sin x cos x If (A) tan2x = ? (c) tan2x = A 1 — , is equal to cos x 27 cos x 27 125 125 sin (B) sin (D) x x Q. sin230t - sin3u If a = , then the value of sin 16(1 + sin4a equal

) s e t OSA q tan2x — 1 COS2x o csc * - 2 co£x:o …q tan2x — 1 COS2x o csc * - 2 co£x:o cosx— Sr-r 2cos2x-cosx= / (2 cos 2 COS x 4) —o cosx—l = o Sec x — I Sec x = 2

) s e t OSA q tan2x — 1 COS2x o csc * - 2 co£x:o …q tan2x — 1 COS2x o csc * - 2 co£x:o cosx— Sr-r 2cos2x-cosx= / (2 cos 2 COS x 4) —o cosx—l = o Sec x — I Sec x = 2