Chapter 9 Some Applications of Trigonometry - Ncert Solutions for Class 10 Mathematics CBSE
Now scoring more marks in Mathematics is easy in CBSE Class 10. TopperLearning provides study materials for CBSE Class 10 Mathematics which include a comprehensive set of materials which can help you to score a perfect 100 in the board exams. Our study materials for CBSE Class 10 Mathematics include video lessons, revision notes, question banks, sample papers and past year papers.
Our study materials for CBSE Class 10 Mathematics are created by subject experts who teach students Maths. Our materials will help you to score high marks in your Mathematics examination as we focus on providing solutions which simplify the complex fundamentals of a subject. At TopperLearning, we believe in providing quality solutions at a low cost, and we strictly follow the latest CBSE syllabus; our study materials are revised from time to time. Our TopperLearning packages involve all the study resources for CBSE Class 10 such as solved question papers, video lessons and revision notes which will help you to score high marks. We also provide free NCERT and RD Sharma textbook solutions which provide students with step-by-step solutions.
Chapter 9 - Some Applications of Trigonometry Excercise Ex. 9.1
Let AC be the original tree and be the broken part which makes an angle of 30o with the ground.
In the two figures, AC and PR are the slides for younger and elder children respectively
Let A be the position of the kite and the string is tied to point C on ground.
Let BC be the building, AB be the transmission tower, and D be the point on ground from where elevation angles are to be measured.
Let AB be the statue, BC be the pedestal and D be the point on ground from where elevation angles are to be measured.
Let AB be the lighthouse and the two ships be at point C and D respectively.
Let AB be the tower. C is the original position of the car which changes to D after six seconds.
Let AQ be the tower and R, S respectively be the points which are 4m, 9m away from base of tower.
As the height can not be negative, the height of the tower is 6 m.
Kindly Sign up for a personalised experience
- Ask Study Doubts
- Sample Papers
- Past Year Papers
- Textbook Solutions
Verify mobile number
Enter the OTP sent to your number