The session covers compound angles in trigonometry, defining algebraic sums of angles and their trigonometric ratios. Key formulas for sine, cosine, and tangent of compound angles are presented. The session also explores deriving expressions for products of sine and cosine functions, emphasizing transformations between sine and cosine forms. Key moments: 00:30 Compound angles involve the algebraic sum of two or more angles, such as A + B or A - B. Understanding these angles is essential for calculating their trigonometric ratios accurately. -The sine of a sum, sin(A + B), can be expressed as sin A cos B plus cos A sin B. This formula is critical for solving trigonometric problems. -The algebraic sum of angles is defined as a compound angle, allowing for various combinations like A + B or A - B. This concept is foundational in trigonometry. -Cosine for compound angles can be represented as cos(A + B) equals cos A cos B minus sin A sin B. This relationship is key in various mathematical applications. 03:13 The video discusses the trigonometric identities for the addition and subtraction of angles. It explains how to derive the formulas for sine, tangent, and cosine of combined angles. -The video covers the formula for tangent of a plus b, which involves the tangent values of a and b combined. It's expressed as tan(a + b) = (tan a + tan b) / (1 - tan a tan b). -It presents the sine and cosine formulas for angle addition and subtraction, demonstrating how they can be calculated using the basic trigonometric identities. These formulas include sin(a + b) and cos(a - b). -The video emphasizes the importance of understanding these basic formulas in trigonometry, as they are foundational for solving more complex mathematical problems. This knowledge is crucial for higher-level mathematics. 05:54 The discussion revolves around manipulating trigonometric identities to derive a specific equation. By expressing sine and cosine in terms of each other, the relationships between angles are clarified. -The transformation of trigonometric functions helps simplify the expressions and reveal underlying patterns. This process is essential in solving equations involving angles. -The cancellation of terms during the simplification process underscores the importance of strategic manipulation in trigonometric identities. It streamlines the path to the final result. -The final equation relates the sine of the sum and difference of angles, demonstrating a foundational concept in trigonometry. This relationship is crucial for solving various mathematical problems. 08:33 The video discusses the formulation of trigonometric identities, specifically focusing on the expansion of cosine functions. It emphasizes the transformation of sine and cosine squared terms for simplification. -The video illustrates how to derive the cosine of the sum and difference of angles using trigonometric identities. This process involves careful algebraic manipulation. -It explains the conversion of cosine squared terms into sine terms to facilitate further simplifications. This technique is vital for solving complex trigonometric equations. -The cancellation of terms in the derived equations is highlighted, showcasing efficiency in solving trigonometric problems. This step is crucial for arriving at the final result. Generated by sider.ai
You are teaching simply sir. But not giving explanations for why and how an identity should be invited. You are good at text book and experience in solving the problems. But comprehensive explanation at least for 2 questions is very important. But good timing and presentstion
Thank you so much sir..... Because u have made a smile on my face...sir really I got result last week... I get 65 marks...these all credit only u sir... God bless you sir....keep teaching of all u students....once again thank you so much...and thanks to channel.....🙏🙏🙏🙏🙏🙏 I never forget u sir....lv u as daughter.....
When you explain it in english, i cant stress enough how helpful it is for non-hindi speaker
💯💯💯💯💯💯💯
he is telugu
Ffff
Same bro
Ikr!!!
Top explaining, you are giving great help to rural areas students by your video classes sir. Once again thank you very much sir
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I take in inter jee mains+Eamcet
This video is very helpful for me
Thank u sir
Prefect video with prefect explanation
Thanks for your feedback
Sir your writing is very clear and neat
and it is very useful for me after tenth exams in summer vaccation
Thanks and welcome
Sir really u nailed it...Ur explanation and presentation were too good sir.. Thank you sir
Wow excellent explanation ideas about tigonometry thank you sir
Thank you sir for explaining 🙂
Ur explanation is so good
Keep watching
Sir hands off u sir you explanation is marvelous 👍👍👍
Thanks for your feedback
The session covers compound angles in trigonometry, defining algebraic sums of angles and their trigonometric ratios. Key formulas for sine, cosine, and tangent of compound angles are presented. The session also explores deriving expressions for products of sine and cosine functions, emphasizing transformations between sine and cosine forms.
Key moments:
00:30 Compound angles involve the algebraic sum of two or more angles, such as A + B or A - B. Understanding these angles is essential for calculating their trigonometric ratios accurately.
-The sine of a sum, sin(A + B), can be expressed as sin A cos B plus cos A sin B. This formula is critical for solving trigonometric problems.
-The algebraic sum of angles is defined as a compound angle, allowing for various combinations like A + B or A - B. This concept is foundational in trigonometry.
-Cosine for compound angles can be represented as cos(A + B) equals cos A cos B minus sin A sin B. This relationship is key in various mathematical applications.
03:13 The video discusses the trigonometric identities for the addition and subtraction of angles. It explains how to derive the formulas for sine, tangent, and cosine of combined angles.
-The video covers the formula for tangent of a plus b, which involves the tangent values of a and b combined. It's expressed as tan(a + b) = (tan a + tan b) / (1 - tan a tan b).
-It presents the sine and cosine formulas for angle addition and subtraction, demonstrating how they can be calculated using the basic trigonometric identities. These formulas include sin(a + b) and cos(a - b).
-The video emphasizes the importance of understanding these basic formulas in trigonometry, as they are foundational for solving more complex mathematical problems. This knowledge is crucial for higher-level mathematics.
05:54 The discussion revolves around manipulating trigonometric identities to derive a specific equation. By expressing sine and cosine in terms of each other, the relationships between angles are clarified.
-The transformation of trigonometric functions helps simplify the expressions and reveal underlying patterns. This process is essential in solving equations involving angles.
-The cancellation of terms during the simplification process underscores the importance of strategic manipulation in trigonometric identities. It streamlines the path to the final result.
-The final equation relates the sine of the sum and difference of angles, demonstrating a foundational concept in trigonometry. This relationship is crucial for solving various mathematical problems.
08:33 The video discusses the formulation of trigonometric identities, specifically focusing on the expansion of cosine functions. It emphasizes the transformation of sine and cosine squared terms for simplification.
-The video illustrates how to derive the cosine of the sum and difference of angles using trigonometric identities. This process involves careful algebraic manipulation.
-It explains the conversion of cosine squared terms into sine terms to facilitate further simplifications. This technique is vital for solving complex trigonometric equations.
-The cancellation of terms in the derived equations is highlighted, showcasing efficiency in solving trigonometric problems. This step is crucial for arriving at the final result.
Generated by sider.ai
Perfect video for JEE that I want thank u sir🤗👉💪👈👌
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Nice explanation sir. Thank you for the video.
Good morning Sir. Can you take class of B. Pharmacy.First year. First semester Maths class.Loggretham and Matters
forward your syllabus to 9866646145
What a clear explanation sir , no words to define this video. 👍👍👍 Super ❤️❤️❤️
Sir your class so interesting sir ....I like the way of teaching
Thanks for your feedback
Thank u sir for your best and good explanation
Thank younsir for giving and providing us a very valuable information 🙏🙏
Thanks for your feedback
Thanks for the prior information sir. Again thank you so much sir.
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Tq sir actually i did not attended the classes while this class wad done due to healthproblem now i understood this.....
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Your explanation is useful for SSC cgl
Yes it will be useful
@@SakalaVidya tq for quick reply,
And I want to prepare for SSC CGL , so please give me suggestions
Sir plz can u explain me trigonometric identities topic
You explain english good keep it up
Thanks for your feedback
Your explanation is very nise ❤
sir in which college do you teach. you are teaching really very well
Plz provide vdos for rest chapters of Diploma 1st year
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sahi he bhii
plz sir 1st year diploma ka padhu
I saw so many videos why u r not explaining the proofs .
Simply u write down the formulas
I observed that sir u didn't explain the introduction sir
Sir I could not able to find trigonometric ratios in your channel where it is.
Check in playlist
Great sir thank you sir ❤❤❤
THANKS
🎉
Sir can u provide videos total mathematics of diploma1 year
sure we will try to upload, thanks for your feedback, please follow us and also share with your friends
Nice explanation sir
Thanks for your feedback
Great sir thank you 👍👍👍👍👍🙏🏻🙏🏻🙏🏻🙏🏻
Thank you sir
I am coming from T/M in 10class change into E/M sir
If you don't mine please send about maths A ,B videos
Sir please
thanks for your feedback
Please sir try to increase your hand writing next time, it's too small
Veryyyy good explanaisation sir thq very much....
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Sir i want some more problems give me ur whats app num
please follow the link below
www.sakalavidya.com/
and also check our youtube playlist where we have placed all the chapters in an order.
thank you very much sir indeed
in the time of 2:23 you wrote that sin(A+B) is sin A cos B + cos A sin B right then can we do it as sin A sin B + cos A cosB
Thank you sooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooomuch
Sir
thanks
sir , if u provide the video s for fresher of trigonometry then these will be easy to understand.. thank you
sure we will try to upload them as soon as possible.
MADHU BABU hii
Thank you sir it is very useful to me
Keep watching
Ur teaching is marvelous sir
How derive formula..sir...first tell dar
Sir i have trigonometry some dout please tell me sir
Super Sir I love your channel
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You are teaching simply sir. But not giving explanations for why and how an identity should be invited. You are good at text book and experience in solving the problems. But comprehensive explanation at least for 2 questions is very important. But good timing and presentstion
i need maths 1st year diploma syllabus
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I to
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Why should we change only cos²b and cos²a only ???????
sir ur writing is awesome sir
Thanks a lot
👍👌👌
Sir trigonometry ratios 6c Roman 2 2 lo 3 please sum reply sir
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Thank you so much sir
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Very nice classes
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*LOVED IT*
Sir compund angles formulas plzzz explain again sir
Sir u are super sir
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Sir
Plzz Send me the link for Jr.mec beginners
Sir, may you provide vidios about how to study bachelor students having mathematics hons paper.
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@@SakalaVidya thnx
Sir ...Thank u Soo much for providing these type of videos
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Sir u r teaching is nice sir.bt please explain simple tricks for e-cet xam sir
thanks for your feedback
Sir please send multiple angle
Very thank you sir
Thanks for your feedback
Good explanation sirr.....
Thanks and welcome
Thank u so much sir 👍
Sir why u changed sin2a only why not sinb
Thank you so much sir..... Because u have made a smile on my face...sir really I got result last week... I get 65 marks...these all credit only u sir... God bless you sir....keep teaching of all u students....once again thank you so much...and thanks to channel.....🙏🙏🙏🙏🙏🙏 I never forget u sir....lv u as daughter.....
Thanks for your feedback
Thank you annaya
Sir please upload trigonometric ratios
ua-cam.com/play/PLbdNhuWAJPOytRUW9zlStFezBgsHV08io.html
please provide videoes for e cet
Thanks for your feedback.
👌👌👌👌👌👌
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Supper sir
Thank you sir🙂🙂🙂🙂🙂😎🙂
thanks for your feedback
Thqs for valuable information sir
Thanks for your feedback
Nice teaching
Thanks and welcome
Amazing
Thanks
Sir app jo video bana rahe uspar kaise pade
Is this use full for 2020 year
Yes it is useful
Thanks for teaching sir......
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Superb
Thank you Sir
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Sir plz say 10 class chapters paper 1 and paper 2
Super explanation sir
Dear sir
Can you please upload the maths 301 for C14
Sir I can't get trigonometry ratois chapter where it is
thanks for your feedback
Excellent teaching
thanks for your feedback
super
Thanks for your feedback
Sir plz provide total chapters of first year
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sir now im inter first sir but actually im in second year so on oct month 25 th im gona write my inter first exam so what is to focus in 1a 1b?????
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THANKS SIR 👍
Pls upload shortcut methods for inverse trignometric functions pls pls
Thanks for your feedback,sure we will
@@SakalaVidya could you please upload information about the trigonometric equations
Nice sir
Nice video but plz put equal to(=) before the bar in division
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super sir
Cos(A+B) =CosA CosB+SinA SinB
l like it
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Can anyone can share the link of the previous video plzz
Where is trigonometry ratios video
Thanku soo much sir
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Thnk you sir.namaste.🙏🙏
Hello
Nice explaination but I need physics diplama 1st year can u please provide me
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Nice handwriting
Thank you! Cheers!
Thanku sir
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Thank you sir for this video
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Sure sir
tq