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Unit Wise Class Test 2 | Chapter 7 Trigonometry | Class 10 Mathematics | Punjab Board 2027 Model Papers

Class 10 Chapter 7 Test 2 Trigonometry

Unit Wise Class Test 2 – Chapter 7: Trigonometry for Class 10 Mathematics is designed according to the Punjab Board 2027 Model Papers and new board paper pattern. This Class 10 Mathematics Trigonometry Test provides students with focused practice of important concepts, objective questions, short questions, and mathematical problems from Chapter 7. It is useful for Punjab Board Class 10 Mathematics preparation and chapter-wise test practice.

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Unit 07:
Total Time: 35 min
CHAPTER WISE CLASS TEST
(Test # 2)
Mathematics
Total Marks: 25
A | B | C | D
1   Ⓐ   Ⓑ   Ⓒ   Ⓓ
2   Ⓐ   Ⓑ   Ⓒ   Ⓓ
3   Ⓐ   Ⓑ   Ⓒ   Ⓓ
A | B | C | D
4   Ⓐ   Ⓑ   Ⓒ   Ⓓ
5   Ⓐ   Ⓑ   Ⓒ   Ⓓ
6   Ⓐ   Ⓑ   Ⓒ   Ⓓ
A | B | C | D
7   Ⓐ   Ⓑ   Ⓒ   Ⓓ
8   Ⓐ   Ⓑ   Ⓒ   Ⓓ
NOTE: Four possible answers A, B, C and D to each question are given. The choice which you think is correct, fill that circle in front of that question with Marker or Pen ink. Cutting or filling two or more circles will result in zero mark in that question.
TIME: 10 Min OBJECTIVE MARKS: 8
Q.1: (8)

1. tan (180° − θ) =

(A) tan θ (B) cot θ (C) − cot θ (D) − tan θ

2. Area of △ABC =

(A) ½ ab sin α (B) ½ bc sin β (C) ½ sin γ (D) ½ ac sin β

3. Bearing is written as a:

(A) 1 figure (B) 2 figures (C) 3 figures (D) 4 figures

4. What is the value of tan 45°?

(A) √3 (B) 2/√3 (C) 1/2 (D) 1

5. In which quadrant only tan θ and cot θ are positive?

(A) I (B) II (C) III (D) IV

6. Sin 105° = ________?

(A) sin 75° (B) cos 50° (C) sin 95° (D) −2

7. a2 = b2 + c2 − 2bc cos α is called:

(A) Law of sines (B) Law of cosines (C) Law of tangent (D) Law of cotangent

8. Which of the following is considered an “ordinal direction”?

(A) North (N) (B) South (S) (C) West (W) (D) South − west (SW)
TIME: 25 Min SUBJECTIVE MARKS: 17
(PART – I)
Q.2   Write short answers to following questions. (6 × 2 = 12)

(i) What are the trigonometric values of sin 30° and cos 60°.

(ii) Subtract the value of cos 30° from the value of sin 180°.

(iii) Determine the sign of tan (315°).

(iv) Without calculator, find the value of sec 120°.

(v) Define an oblique triangle.

(vi) In a triangle if c = 3 cm, β = 60° and γ = 30°, then find b.

(PART – II)
Note: Attempt the following question. (5)
Q.3: In a triangle ABC, β = 45°, γ = 30°, a = 6cm, calculate b and c.

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