Equations and Inequalities Practice Test Question Answers 2020: Download free printable and editable Algebra Equations and Inequalities Test worksheet with solution and explanation.
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Equations and Inequalities Question Answers 2020
Test Name | Equations and Inequalities Test Prep |
Type of Question | Multiple Choice Question Answers |
Subject | Math => Algebra |
Total Question | 20 |
Test Type | Sample / Mock Test |
Editable & Printable PDF / Doc | YES (Download link is given below) |
Available of Answers | YES |
Difficulty Level | Standardized Tests |
Equations and Inequalities Practice Test – 1
Q1. Find the value of 5 + 4 . 3 ÷ 6 – 1
- A) 7/2
- B) 5/9
- C) 6
- D) 0
- E) -8
Q2. Simplify - \frac35 + \frac{13}{55}
- A) -(13/25)
- B) -(7/17)
- C) -(13/3)
- D) -(5/4)
- E) -(13/25)
Q3. Evaluate 2b(4a- c^{2}) if a = 5, b= \frac32 and c= 11.
- A) -303
- B) 509
- C) 1
- D) 870
- E) -109
Q4. Evaluate m + (n – 1 )^{2} if m = 3 and n = −4.
- A) -2
- B) 5
- C) 20
- D) 28
- E) -35
Q5. Evaluate m + (n – 1 )^{2} if m = 3 and n = −4.
- A) -2
- B) 5
- C) 20
- D) 28
- E) -35
Q6. The formula for the surface area of a sphere is A= 4πr^{2}, where r is the length of the radius. Find the surface area of a sphere with a radius of 14 feet.
- A) 249 ft^{2}
- B) 1024 ft^{2}
- C) 2464 ft^{2}
- D) 7645 ft^{2}
- E) 9856 ft^{2}
Q7. Find the area of the trapezoid shown below.
- A) 16 square inches
- B) 130 square inches
- C) 340 square inches
- D) 940 square inches
- E) 1120 square inches
Q8. One side of a triangle is four centimeters longer than the shortest side. The third side of the triangle is twice as long as the shortest side. Find the length of the longest side of the triangle if its perimeter is 40 centimeters.
- A) 3 cm
- B) 6 cm
- C) 9 cm
- D) 18 cm
- E) 30 cm
Q9. Evaluate – (-10)^{3}
- A) -10
- B) 0
- C) 1
- D) 100
- E) 1000
Q10. solve this equation
- A) -27
- B) 23
- C) -23
- D) -12
- E) 42
Q11. solve this equation 18= 3 | 4x − 10 |
- A) {1, -1}
- B) {1, 4}
- C) {4, -4}
- D) {4}
- E){4, 4}
Q12. which expression below represents the amount of change someone would receive from a $50 bill if they purchased 2 children’s tickets at $4.25 each and 3 adult tickets at $7 each at a movie theater.
- A) 50 – 2 × 4.25 + 3 × 7
- B) 50 – (2 × 4.25 + 3 × 7)
- C) (50 – 2 × 4.25) + 3 × 7
- D) (50 – 2 × 4.25) – (3 × 7)
- E) 50 – (2 × 4.25) + (3 × 7)
Q13. Identify the graph of the solution set of -2.3< 4 + 0.9y
Q14. One number is four times a second number. If you take one-half of the second number and increase it by the first number, the result is at least 45. Find the least possible value for the second number.
- A) 5
- B) 10
- C) 15
- D) 20
- E) 25
Q15. Suppose a patient must take a blood pressure medication that is dispensed in 125-milligram tablets. The dosage is 15 milligrams per kilogram of body weight and is given every 8 hours. If the patient weighs 25 kilograms,
how many tablets would be needed for a 30-day supply?
- A) 7
- B) 10
- C) 15
- D) 20
- E) 30
Q16. In 1950, the average price of a car was about $2000. This may sound inexpensive, but the average income in 1950 was much less than it is now. Buying a car for $2000 in 1950 was like buying a car for how much money in 2000?
- A) $5369.05
- B) $8266.03
- C) $9642.08
- D) $4368.50
- E) $10215.36
Q17. You count 5 seconds between seeing the light and hearing the sound of the firework display. You estimate the viewing angle is about 4°. Using the information at the left, estimate the width of the firework display.
- A) 100 ft
- B) 150 ft
- C) 200 ft
- D) 250 ft
- E) 400 ft
Q18. Find the value of 1 + 3(5 − 17) ÷ 2 × 6
- A) -4
- B) -104
- C) 109
- D) 7
- E) -107
Q19. The following are the dimensions of four rectangles. Which rectangle has the same area as the triangle at the right?
- A) 1.6 ft by 25 ft
- B) 5 ft by 16 ft
- C) 3.5 ft by 4 ft
- D) 0.4 ft by 50 ft
- E) -4 ft by20 ft
Q20. Find the value of this expression 12 − [20 − 2(6^{2} ÷ 3 × 2^{2})]
- A) 0
- B) 1
- C) -8
- D) -44
- E) 88
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