Prezi

Present Remotely

Send the link below via email or IM

Copy

Present to your audience

Start remote presentation

  • Invited audience members will follow you as you navigate and present
  • People invited to a presentation do not need a Prezi account
  • This link expires 10 minutes after you close the presentation
  • A maximum of 30 users can follow your presentation
  • Learn more about this feature in the manual

Do you really want to delete this prezi?

Neither you, nor the coeditors you shared it with will be able to recover it again.

DeleteCancel

Make your likes visible on Facebook?

Connect your Facebook account to Prezi and let your likes appear on your timeline.
You can change this under Settings & Account at any time.

No, thanks

IDENTIDADES TRIGONOMÉTRICAS

DEMOSTRAR LAS SIGUIENTES IDENTIDADES
by Julio Ernesto Gómez Mendoza on 19 November 2012

Comments (0)

Please log in to add your comment.

Report abuse

Transcript of IDENTIDADES TRIGONOMÉTRICAS

IDENTIDADES TRIGONOMÉTRICAS ESTUDIANTES DEL GRADO 10F. COLGESAN.
DEMOSTRAR LAS SIGUIENTES IDENTIDADES. GRUPO: 01.
1. 1 + Tan^2(-x) = Sec^2(x).
2. Sen^2(x).(1 + Cot^2(x) = 1.
3. 1 - Cos^2(x) = Sen(x)
1 + Sen(x)
4. Sen(x) = 1
Sen(x) - Cos(x) 1 - Cot(x)
5. Tan(x) - Cot(x) = Sen^2(x) - Cos^2(x)
Tan(x) + Cot(x) GRUPO 01.
6. Sec(x) - Cos(x) = Sen(x).Tan(x)
7. Sen^3(x) + Cos^3(x) = 1- Sen(x).Cos(x)
Sen(x) + Cos(x)
8. Tan(x) + Tan(y) = Tan(x).Tan(y)
Cot(x) + Cot(y) Realizar video del 5 GRUPO 02.
1. Cos(x) .(Tan(x) + Cot(x)) = Csc(x).
2. (Sen(x) + Cos(x))^2 + (Sen(x) - Cos(x))2 = 2.
3. 1 + Tan(x) = Cot(x) + 1
1 -Tan(x) Cot(x) - 1
4. 1 - Sen(x) = (Sec(x) - Tan(x))^2
1 + Sen(x) GRUPO 02.
5. Tan(x) - Cot(x) = 2Sen^2(x) - 1
Tan(x) + Cot(x)
6. 1 + 1 = 2Sec^2(x)
1 - Sen(x) 1 + Sen(x)
7. Cos^2(x) - Sen^2(x) = Cos^2(x)
1 - Tan^2(x)
8. 1 - 2Cos^2(x) = Tan(x) - Cot(x)
Sen(x).Cos(x) Realizar el video del 7 GRUPO 03.
1. Tan(x).Cot(x) - Cos^2(x) = Sen^2(x).
2. Sec^4(x) - Sec^2(x) = Tan^4(x) + Tan^2(x)
3. Sec(x) + Sen(x) = 2Tan(x)
Csc(x) Cos(x)
4. Cos(x) + Sen(x) = Sen(x) + Cos(x).
1 - Tan(x) 1 - Cot(x)
5. Sec(x) + Tan(x) = Tan(x).Sec(x)
Cot(x) + Cos(x) GRUPO 03.
6. Sec(x) = 1 + Sen(x)
1 - Sen(x) Cos^3(x)
7. (2Cos^2(x) - 1)^2 = 1 - 2Sen^2(x).
Cos^4(x) - Sen^4(x)
8. Cos(x) + Sen(x) - Sen^3(x) = Cot(x) + Cos^2(x) Realizar el video del 4. GRUPO 04.
1. (Sec(x) - 1).(Sec(x) + 1) = Tan^2(x).
2. Sec(x) - Tan(x) = Cos(x)
1 + Sen(x)
3. 1 + Sen(x) = Csc(x) + 1
1 + Sen(x) Csc(x) - 1
4. Tan(x) + Cos(x) = Sec(x)
1 + Sen(x) GRUPO 04.
5. 1 - Tan^2(x) = 2Cos^2(x) - 1
1 + Tan^2(x)
6. (Sec(x) - Tan(x))^2 + 1 = 2Tan(x)
Csc(x).(Sec(x) - Tan(x))
7. 1 + Sen(x) + Cos(x) = 1 + Cos(x)
1 + Sen(x) - Cos(x) Sen(x)
8. Sen^3(x) + Cos^3(x) = Sec(x) - Sen(x)
1 - 2Cos^2(x) Tan(x) - 1 Realizar el video del 6 GRUPO 05.
1. (Sec(x) + Tan(x)).(Sec(x) - Tan(x)) = 1
2. Sen^2(x) + 4Cos^2(x) = 3 + Cos^2(x)
3. 1 - Sen(x) + Cos(x) = 2Sec(x)
Cos(x) 1 - Sen(x)
4. Tan(x) + Sec(x) - 1 = Tan(x) + Sec(x)
Tan(x) - Sec(x) + 1 GRUPO 05.
5. Sec(x) - Csc(x) = Sen(x) - Cos(x)
Sec(x).Csc(x)
6. Sen(x) + Cos(x) - Sen(x) - Cos(x) = Sec(x).Csc(x).
Cos(x) Sen(x)
7. (a.Sen(x) + b.Cos(x))^2 + (a.Cos(x) - b.Sen(x))^2 = a^2 + b^2.
8. Sec^2(x) - Tan^2(x) + Tan(x) = Sen(x) + Cos(x)
Sec(x) GRUPO 06.
1. Sen(x).(Cot(x) + Tan(x)) = Sec(x)
2. (1 - Sen^2(x)).(1 + Tan^2(x)) = 1.
3. 1 - Sen^2(x) = -Cos(x)
1 - Cos(x)
4. 1 - Se^2(x) = Cos(x)
1 + Cos(x) GRUPO 06.
5. Sec(x) - Cos(x) = Sen^2(x)
Sec(x) + Cos(x) 1 + Cos^2(x)
6. Tan(x) + Cot(x) = Sec(x).Csc(x)
7. (2a.Sen(x).Cos(x))^2 + a^2.(Cos^2(x) - (Sen^2(x))^2 = a^2
8. 1 + Sen(x) - 1 - Sen(x) = 4.Tan(x).Sec(x)
1 - Sen(x) 1 + Sen(x) Realizar el video del 8 MOTIVACIÓN Realizar el video del 8
See the full transcript