Example 4, Chapter 3, Class 11, Maths | Trigonometric Functions | NCERT, CBSE

Complete solution of Example 4, Chapter 3, Class 11, Maths, NCERT | Trigonometric Functions

The minute hand of a watch is 1.5 cm long. How far does its tip move in 40 minutes? (Use π = 3.14).

In this tutorial, you will find the explanation of the following:
Class: 11th
Chapter: 3
Topic: Trigonometric Function
Example: 4
Textbook: NCERT

#Class11 #ncert #ncertClass11 #Mathemafia #SunilSyal #Class11Maths #class11math #mathemafia #mathemafiaclass11maths #class11math #mathsclass11 #mathematicsclass11 #trigonometricfunctions #trigonometricfunctionsclass11 #class11trigonometry #class11mathstutorials #class11mathsolution #class11examples #examplesclass11maths

[TheDanceDiaries-]

I learned so much from this video! Can't wait to apply what I've learned. Thanks again!

[nainasoni]

Hello sir ajj first time mane apke channel ko dekha aur mujhe samaj mai ayaa thank you sir


Sir mere parents ko percentage chaiye aur vo log mere menat nahi dekh rahe hai mai kaya Karu sir 😔 but

[nivirautela]

Hello sir, great video as always but I happen to have a small doubt
If we got 6° to be equal to 1' as we have in the previous classes then what about 1° being equal to 60'? What co-relation do they have?
( on further reflection I think I got the answer to this question, but I’d like to confirm it with you sir
6°= 1’ here in this question implies that the minute hand moves 6° in a minute since this question concerns time )

And also why do we have to convert the value into radians if both radian’s value & degree’s value would be the same? Is it because of the formula? Is the formula specifically used for values that are in radian measures?
Hope you take out some of your precious time to answer my silly query :)