Angle between a tangent and a chord is equal to the angle in the alternate segment

[@havishkumark180]

excellent way of teaching sir thank you so much

[@DeltaStep]

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[@vampirebrothers7114]

Awesome way of teaching mainly the description of terms related to this theorem Thank you so much sir

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[@krantitrivedi8375]

Awesome way of teaching a concept👌👌👌🙏🙏🙏🙏thanks alot sir

[@DeltaStep]

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[@vanlalpekropuiasailung8324]

Nice explanation Sir thank you so much. Praying for you to have a good health to keep up your good work. 👍🏻 From Mizoram

[@DeltaStep]

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[@joshuatewobola-jq4sd]

This video was highly helpful I just understood now

[@DeltaStep]

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[@Lord_07_BIT.]

Thankyou si r.💗💗

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[@fidhat6576]

Thank you sir nice explanation 🙏🙏

[@DeltaStep]

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[@sonalratta74]

In the beginning you said RSP is a segment and drew with a red marker .... that is the arc ..... segment is defined as the region between arc and chord.

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[@pooransingh1882]

While th proof of this theorem is essential, it would be helpful initially to state that the angles in alternate segments are equal in measure because they are subtended by the same arc- which is a basic principle of circles.

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[@charles7866-o1l]

Thanks, Pooran, that helped to understand things!

[@ts37924]

Subtend by the same arc or chord in the 'same segment'

[@jayalakshmishetty3239]

6:12 how many red lines will u draw couldn't make out at angle u were referring to also

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[@navratanyadav5378]

sir please make video on 12 mayhs syllabus like vector

[@santoshmanadhata8305]

Thank you sir

[@DeltaStep]

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[@chinmoychoudhury7100]

Sir superb explaination

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[@drashtidoshi6009]

Awesome explanation

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[@Khushi-zf6yg]

Thnks

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[@jha_shivangi_]

Thanks a lot for providing this best video for this topic, Now I will surely solve all the questions related to this topic😊👍

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[@jha_shivangi_]

@@DeltaStep Thanks for giving information regarding this channel😊

[@dhruvpratapsingh4981]

Good

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[@RoseAngella]

At video 7.20 , the points A and C should be in same segment according to information given? Im still watching 😊 so lets see what happens. Oh ok, they are in alternate segments to each other.

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[@baafisamuel3840]

Thanks

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[@22gti67]

Thanks i am having my exam tomorrow

[@DeltaStep]

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[@AmanVishwakarma-qy7di]

Don't waste your time in more explaining