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Solve Trigonometric Equations Part 1

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Uploaded by on Apr 18, 2009

This lesson shows how to solve trigonometric equations involving mostly exact values from the unit circle. This is the first part of a two part lesson. This lesson was created for the MFH4U Advanced Functions course in the province of Ontario, Canada.

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Education

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Uploader Comments (AlRichards314)

  • How would I solve 3sin2x-1 in the same way in your video?

  • @zacmiley12 I assume you mean 3sin2x-1 = 0

    bring the 1 over: 3sin2x = 1

    divide both sides by 3: sin2x = 1/3

    Solve for 2x: 2x = sin^-1(1/3)

    Divide by 2: x = (1/2)sin^-1(1/3)

    In degrees: x = (1/2)[19.47,160.53] 180 - 19.47 = 160.53 degrees

    Therefore x = 9.735, 80.265

    In radians x = 0.1699, 1.4009

  • okay...to be honest! i really dont understand

  • @dillzchaitoo What parts?

  • Thank you so much...my teacher has been teaching this for about 2 weeks and by watching only this video i finally understand everything my teacher tried to teach us...Thank you so much and keep it up. I'm looking forward to watching all your videos

  • Thanks for the comment. It is good to hear when someone finds my videos clear and helps them understand some math.

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All Comments (21)

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  • i agree with muffincita5 :) thank you so much for the help! i get unit circles better now :D

  • What a great video! Thank you so much.

  • you are a math god...

  • I understood all video, and I'm not an english native.I'm from Portugal. The video is very good, and the spoken english is easy.

  • can you please help me prove this

    tan(x-3pi/2)=-cotx

    thanks

  • OMG! Thank you i have been so confused on how to do this...

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