Course:
Clep and tsi
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Clep and tsi
MATTHEW L'S TSI MATH CARDS ACTUAL 2025/2026 QUESTIONS AND 100% CORRECT ANSWERS
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Each section encourages you to build problem-solving stamina, an fundamental skill for longer exam formats. You're developing the mental endurance to maintain focus and accuracy throughout extended testing sessions. This stamina-building is crucial for exams that last several hours without breaks. Students often find their performance in later exam sections improves dramatically after this focused practice.
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| Uploaded on: | December 10, 2025 |
| Last updated: | December 10, 2025 |
| Number of pages: | 8 |
| Written in: | 2025/2026 |
| Type: | Exam (elaborations) |
| Contains: | Questions & Answers |
| Tags: | MATTHEW L'S TSI MATH CARDS ACTUAL 2025/2026 QUESTIONS AND 100% CORRECT ANSWERS |
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MATTHEW L'S TSI MATH CARDS ACTUAL 2025/2026 QUESTIONS AND 100% CORRECT ANSWERS If you aren't sure how to solve a problem, what can you do? - Answer Plug in the answers. Rewrite problem. Draw a picture if relevant. Write down any equations that might be used. Like area of a triangle, circumference of a circle, area of a rectangle, etc. What can help you solve tables, charts, and graphs? - Answer -Write down numbers from the graph instead of just keeping the numbers in your head. How do you solve an equation like: 2x² = 10x - Answer -FIRST - move everything to the left 2x² - 10x = 0 SECOND - factor GCF 2x (x -5) = 0 THIRD set each factor = 0 2x = 0 and x - 5 = 0 x = 0 and x = 5 When substituting numbers or variables, what should you do? - Answer -put them in parentheses EX if b = 2x + 3, then b² = - Answer -EX if b = 2x + 3, then b² = (2x+3)(2x+3)= 4x² + 6x + 6x + 9 b² = 4x² + 12x + 9 1/2 * 32 is the same as... - Answer -1/2 * 32 is the same as... dividing 32 by 2 What can you take the square root of √(x² +y²) OR √(x²y²)? - Answer -We can only take the square root of √(x²y²) and it becomes x*y So we can only take the square root of FACTORS not TERMS. and √(x² +y²) contains terms. What is the difference between simple and compounded interest? Answer -Simple - you get the same amount each year. Compounded - you reinvest and build upon each year. ASSUME Simple Interest unless told otherwise. When multiplying decimals, how do you start? - Answer -line up the numbers to the RIGHT. How do you:
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