Bihar STET Maths Questions with Proper Solutions

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The Mathematical Aptitude section within the Bihar STET exam specifically focuses on your problem-solving abilities and logical thinking skills applied to mathematical concepts. While it might not directly test specific formulas or theorems, it assesses your comfort level with manipulating numbers, identifying patterns, and applying basic mathematical reasoning

The Bihar STET Maths section, making up 5 marks of both papers, focuses on core teaching abilities. Here we are provided the Bihar STET Maths Questions and Solution for candidates to prepare for the examination.

Bihar STET Maths Section

The Bihar STET Exam includes a crucial section called Mathematical Aptitude which carries 5 marks out of a total of 150. This section evaluates your understanding of core teaching principles and their application in the classroom.

Marks: 5 marks out of a total of 150
Question Type: Multiple Choice Questions (MCQs).
Content Areas: This section assesses your foundational knowledge and skills in various aspects of teaching, including:
- Number properties: Understanding divisibility rules, LCM, HCF, prime factorization, etc.
- Ratio and Proportion: Solving problems involving ratios, proportions, and percentages.
- Algebraic Thinking: Applying basic algebraic concepts to solve simple equations or inequalities.
- Geometry and Spatial Reasoning: Analyzing shapes, their properties, and spatial relationships

Bihar STET Paper 1 & 2 Exam Pattern

The Bihar STET Paper 1 and Paper 2 follow the same exam pattern, but cater to different teaching levels:

Common Pattern for Paper 1 (Classes 9-10) and Paper 2 (Classes 11-12):

Mode of Exam: Online (Computer Based Test)
Type of Questions: Multiple Choice Questions (MCQs)
Total Marks: 150 marks
Duration: 150 minutes (2.5 hours)
Marking Scheme: +1 mark for each correct answer

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Bihar STET Maths Questions with Solutions MCQ

Q1. What is the smallest number that must be added to 1780 to make it a perfect square?
(a) 39
(b) 49
(c) 59
(d) 69

Q2. A set of Samsung phone is sold for Rs 1764 after giving two equal successive discounts on the marked price of Rs 3136. What was the percentage discount offered?
(a) 26%
(b) 30.25%
(c) 15.75%
(d) 25%

Q3. The least number of four digits which is a perfect square is :
(a) 1204
(b) 1024
(c) 1402
(d) 1420

Q4. Consider the following statements :
1. Every integer is a rational number.
2. Every rational number is a real number.
Which of the above statements is/are correct?
(a) 1 only
(b) 2 only
(c) Both 1 and 2
(d) Neither 1 nor 2

Q5. The sum of the squares of two numbers is 97 and the square of their difference is 25. The product of the two numbers is :
(a) 45
(b) 36
(c) 54
(d) 63

Q6. Sushil and Sangeeta have decided to invest in two different schemes each Rs 16000. Sangeeta will earn compound interest 15% per annum, compounded annually. Whereas Sushil will earn 18% simple interest per annum. Who will receive more interest after the 2 years and by how much?
(a) Sushil, Rs 600
(b) Sushil, Rs 650
(c) Sangeeta, Rs 759
(d) Sangeeta, Rs 850

Q7. In ∆ABC, AB=9cm, BC=12cm and AC=15cm. What is the value of sinA+cosC+tanC?
(a) 131/60
(b) 61/60
(c) 11/60
(d) 141/60

Q8. In a triangle PQR, Point S lies on PQ and point T and U lie on QR such that SU is parallel to PR and ST is parallel to PU. If QT = 4cm, UR = 3cm, then find the length (in cm) of TU.
(a) 3cm
(b) 2cm
(c) 5cm
(d) 7cm

Q9. Rajesh and Radhika can do a work in 20 days and 25 days respectively. They started doing the work together but after 6 days Radhika had to leave. Then Rajesh working with a new partner Ritika and both completed the remaining work in 4 days. If Ritika works alone then in how many days, she can do 50% of the same work?
(a) 5 days
(b) 6.65days
(c) 7.69 days
(d) 9 days

Q10. If one of the angles of the triangle is 780, then the angle between the bisector of the other two interior angle is:
(a) 1300
(b) 1450
(c) 1200
(d) 1290