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Exam TEAS Section 3 Math Problem Solving All Questions

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Exam TEAS Section 3 Math Problem Solving topic 1 question 3 discussion

Actual exam question from Test Prep's TEAS Section 3 Math Problem Solving
Question #: 3
Topic #: 1
[All TEAS Section 3 Math Problem Solving Questions]

A teacher prepares a lest. She gives 5 objective type questions out of which 4 have to be answered. Find the total ways in which they can be answered if the first
2 questions have 3 choices and the last 3 have 4 choices.

  • A. 255
  • B. 816
  • C. 192
  • D. 100
  • E. 144
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Suggested Answer: B 🗳️

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ea122f6
4 months, 2 weeks ago
First 2 questions: Each of the first 2 questions has 3 choices. Number of ways to choose and answer 2 out of these 2 questions = 3 ×3=9 3×3=9 ways. Last 3 questions: Each of the last 3 questions has 4 choices. Number of ways to choose and answer 2 out of these 3 questions = 4×4×4=64 4×4×4=64 ways. Total number of ways: We need to multiply the number of ways to choose and answer the questions from each group. Total ways =9×64=576 9×64=576. Therefore, the total number of ways in which the teacher's test can be answered, given the choices for each question, is 576
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ea122f6
4 months, 2 weeks ago
ChatGPT To find the total number of ways the 4 out of 5 objective questions can be answered, considering the choices provided: First 2 questions: Each of the first 2 questions has 3 choices. Number of ways to choose and answer 2 out of these 2 questions = 3 × 3 = 9 3×3=9 ways. Last 3 questions: Each of the last 3 questions has 4 choices. Number of ways to choose and answer 2 out of these 3 questions = 4 × 4 × 4 = 64 4×4×4=64 ways. Total number of ways: We need to multiply the number of ways to choose and answer the questions from each group. Total ways = 9 × 64 = 576 9×64=576. Therefore, the total number of ways in which the teacher's test can be answered, given the choices for each question, is 576 576 ​ .
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