Algebra SAQ and MCQ Tests PDF

Summary

This document contains several algebra practice questions for students. These questions cover topics such as factoring, solving equations, simultaneous equations, and quadratic equations.

Full Transcript

**Class Test 1 SAQ (1.1 to 1.8)** **1. Multiply out 2x(8 + 4x)** **2. Multiply out and simplify (11x+11)(2x -- 9)** **2. Add 5/(x+1) + 2/(4x -- 3)** **3. Factorise 16x\^2 -- 121** **4. Factorise 56x + 32** **5. Factorise 6x + 9** **6. Evaluate 4x -- 8y + 10 when x = 10 and y = 4** **7. Evalu...

**Class Test 1 SAQ (1.1 to 1.8)** **1. Multiply out 2x(8 + 4x)** **2. Multiply out and simplify (11x+11)(2x -- 9)** **2. Add 5/(x+1) + 2/(4x -- 3)** **3. Factorise 16x\^2 -- 121** **4. Factorise 56x + 32** **5. Factorise 6x + 9** **6. Evaluate 4x -- 8y + 10 when x = 10 and y = 4** **7. Evaluate 4x\^2 -- 10 when x = -2** **8. Solve 2x\^2 + 7x + 3 = 0** **9. Tony says that one of the solutions to x\^2 + 7x + 10 = 0 is 12. Is he correct?** **10. Solve x\^2 + 7x + 10 = 0** **Class Test 2 SAQ (1.9 to 1.15)** **1. What are the roots of the following graph** **2. Form a quadratic equation using the above graph** **3. If x = 3 is a root, what is a factor** **4. x = 4 and x = 7 are roots, form a quadratic equation using them.** **5. Solve x/4 + x/5 = 9** **6. Solve the following simultaneous equations** **x + 2y = 7** **4x + y = 0** **7. Solve the following** **x -- 2y = 1** **x\^2 + y\^2 = 13** **8. What happens when you multiply or divide an equality by a negative number? E.g. x \< 3** **9. Rearrange 3x + 4y -- 7 = 3y in terms of x** **10. Solve for x: 2(3−x) \< 8 and show on the number line when x E Z** **Class Test 3 SAQ (overall)** **1. Factorize: x\^2−4x−12.** **2. Solve for x: sqrt(4x+6)​=2.** **3. Determine the solutions of 3x\^2−2x−1=0** **4. Expand and simplify: (3x+5)(4x−3)** **5. Solve the linear equations:\ 2x+3y=7\ 4x−y=5** **6. What will x look like on the number line if x E R** **7. Solve for a 4a + b = 9 when b = 3** **8. Evaluate 3x + y when x = 8 and y = 2.5** **9. Solve 12/(x-5) + 5/(x-5) = 10** **10. Factorise 64x\^2 - 9**

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