Bee Loading
Please wait... The bee is on your task.
All India Jobs About Us Contact Us Login
Home > mathematics Hub > Set 14

Himachal Pradesh mathematics - Practice Mock Test Set 14

1. A can finish a job in 9 hours, and B in 6 hours. How long will it take them to finish the job together?
Mathematics 📄 JOA IT (2026)
2. A can finish a job in 9 hours, and B in 6 hours. How long will it take them to finish the job together?
Mathematics 📄 JOA IT (2026)
3. A can finish a job in 9 hours, and B in 6 hours. How long will it take them to finish the job together?
Mathematics 📄 JOA IT (2026)
4. A student walks from his home to his college at 5 km/h and arrives 15 minutes late. If he walks at 7 km/h, he arrives 20 minutes early. Find the distance (in km) from his home to college. (Round off the answer to two decimal places)
Mathematics 📄 JOA IT (2026)
5. A student walks from his home to his college at 5 km/h and arrives 15 minutes late. If he walks at 7 km/h, he arrives 20 minutes early. Find the distance (in km) from his home to college. (Round off the answer to two decimal places)
Mathematics 📄 JOA IT (2026)
6. A student walks from his home to his college at 5 km/h and arrives 15 minutes late. If he walks at 7 km/h, he arrives 20 minutes early. Find the distance (in km) from his home to college. (Round off the answer to two decimal places)
Mathematics 📄 JOA IT (2026)
7. A student walks from his home to his college at 5 km/h and arrives 15 minutes late. If he walks at 7 km/h, he arrives 20 minutes early. Find the distance (in km) from his home to college. (Round off the answer to two decimal places)
Mathematics 📄 JOA IT (2026)
8. A student walks from his home to his college at 5 km/h and arrives 15 minutes late. If he walks at 7 km/h, he arrives 20 minutes early. Find the distance (in km) from his home to college. (Round off the answer to two decimal places)
Mathematics 📄 JOA IT (2026)
9. A student walks from his home to his college at 5 km/h and arrives 15 minutes late. If he walks at 7 km/h, he arrives 20 minutes early. Find the distance (in km) from his home to college. (Round off the answer to two decimal places)
Mathematics 📄 JOA IT (2026)
10. A student walks from his home to his college at 5 km/h and arrives 15 minutes late. If he walks at 7 km/h, he arrives 20 minutes early. Find the distance (in km) from his home to college. (Round off the answer to two decimal places)
Mathematics 📄 JOA IT (2026)
11. A student walks from his home to his college at 5 km/h and arrives 15 minutes late. If he walks at 7 km/h, he arrives 20 minutes early. Find the distance (in km) from his home to college. (Round off the answer to two decimal places)
Mathematics 📄 JOA IT (2026)
12. Solve the following system of linear equations: $x + y + z = 9$; $2x + 5y + 7z = 52$; $2x + y - z = 0$
Mathematics 📄 JOA IT (2026)
13. Solve the following system of linear equations: $x + y + z = 9$; $2x + 5y + 7z = 52$; $2x + y - z = 0$
Mathematics 📄 JOA IT (2026)
14. Solve the following system of linear equations: $x + y + z = 9$; $2x + 5y + 7z = 52$; $2x + y - z = 0$
Mathematics 📄 JOA IT (2026)
15. Solve the following system of linear equations: $x + y + z = 9$; $2x + 5y + 7z = 52$; $2x + y - z = 0$
Mathematics 📄 JOA IT (2026)
16. Solve the following system of linear equations: $x + y + z = 9$; $2x + 5y + 7z = 52$; $2x + y - z = 0$
Mathematics 📄 JOA IT (2026)
17. Solve the following system of linear equations: $x + y + z = 9$; $2x + 5y + 7z = 52$; $2x + y - z = 0$
Mathematics 📄 JOA IT (2026)
18. Solve the following system of linear equations: $x + y + z = 9$; $2x + 5y + 7z = 52$; $2x + y - z = 0$
Mathematics 📄 JOA IT (2026)
19. Solve the following system of linear equations: $x + y + z = 9$; $2x + 5y + 7z = 52$; $2x + y - z = 0$
Mathematics 📄 JOA IT (2026)
20. The radius of the base of a conical tent is 5 m and height is $2\sqrt{6}$ m. What is the area of the canvas needed to cover the tent? (Use $\pi = \frac{22}{7}$)
Mathematics 📄 JOA IT (2026)
21. The radius of the base of a conical tent is 5 m and height is $2\sqrt{6}$ m. What is the area of the canvas needed to cover the tent? (Use $\pi = \frac{22}{7}$)
Mathematics 📄 JOA IT (2026)
22. The radius of the base of a conical tent is 5 m and height is $2\sqrt{6}$ m. What is the area of the canvas needed to cover the tent? (Use $\pi = \frac{22}{7}$)
Mathematics 📄 JOA IT (2026)
23. The radius of the base of a conical tent is 5 m and height is $2\sqrt{6}$ m. What is the area of the canvas needed to cover the tent? (Use $\pi = \frac{22}{7}$)
Mathematics 📄 JOA IT (2026)
24. The radius of the base of a conical tent is 5 m and height is $2\sqrt{6}$ m. What is the area of the canvas needed to cover the tent? (Use $\pi = \frac{22}{7}$)
Mathematics 📄 JOA IT (2026)
25. The radius of the base of a conical tent is 5 m and height is $2\sqrt{6}$ m. What is the area of the canvas needed to cover the tent? (Use $\pi = \frac{22}{7}$)
Mathematics 📄 JOA IT (2026)
< Previous Set Back to mathematics Hub Next Set >

Quick Navigation Links

All India Govt Job HP Govt Jobs Himachal Pradesh Previous Papers

Boost Your Himachal Pradesh mathematics Exam Preparation

Welcome to the ultimate online preparation hub for the upcoming Himachal Pradesh Competitive Board Exams. Achieving a top rank in state-level selection pipelines requires consistent revision and target accuracy drills. This specialized HP mathematics Practice Set 14 | Interactive MCQ Mock Test module has been meticulously curated using authentic old question papers and highly recommended syllabus blueprints. By attempting these interactive multiple-choice questions (MCQs), you can instantly assess your answer speed, elimination skills, and core subject knowledge. Navigating through our systematic mock test question blocks systematically ensures you cover every high-weightage topic efficiently without fatigue. Stay ahead of the competition, track your progress points across multiple evaluation iterations, and unlock your true scoring potential for all upcoming Himachal Pradesh Govt Jobs.