SAT Practice Test with Answer Key with Complete Solutions.

SAT Practice Test with Answer Key with Complete Solutions. The practice tests included with this workbook have been designed to give you the real “game day”-type practice you need to succeed on the SAT. When you take the practice tests, you should try to replicate the conditions of an actual SAT testing situation. Key points to consider are: • Make sure you have a long block of time where you can concentrate on the test without interruption. • Use the answer sheets provided in the back of this workbook to get used to filling in your answers. Either tear them out or copy them so you won’t need to flip back and forth. • Have at least two sharp #2 pencils-get used to using them to see how many you need to bring on test day. • Use the same calculator you plan to use on test day. Don’t forget to use it. It will save you time. • Have some scratch paper handy. • Use an accurate timer and strictly follow the allotted time for each section. Don’t get in the habit of giving yourself any more time than is allotted. • Try to complete the whole test before checking your answers on any section. • Don’t flip back to the workbook for help. Struggle through and then go back and review the sections of the workbook and DVDs as needed. Once you have completed a practice test, turn to the answer section and check your answers. Once you’ve checked your answers, go back to the test questions and try to understand what you did wrong on the ones you missed. This type of review will help you understand and correct any trouble areas you have. NOTE: The practice tests included in this workbook do not contain an experimental section. Practice Test Section 1 Time–20 Minutes 20 Questions In this section solve each problem, using any available space on the page for scratchwork. Then decide which is the best of the choices given and fill in the corresponding oval on the answer sheet. Notes: . The use of a calculator is permitted. All numbers used are real numbers. 2. Figures that accompany problems in this test are intended to provide information useful in solving the problems. They are drawn as accurately as possible EXCEPT when it is stated in a specific problem that the figure is not drawn to scale. All figures lie in a plane unless otherwise indicated. . If x/6 = 3/4 then x = (A) 5/4 (B) 4 (C) 2 (D) 3 (E) 64/3 2. Triangle ABC above has a perimeter equal to: (A) 24 (B) 36 (C) 38 (D) 40 (E) 44 3√3 x √2 x A = πr 2 V = πr 2 A = lw h C 2 = A 2+b2 Special Right Triangles The number of degrees od arc in a cirlce is 360 The measure in degrees of a straignt line is 180 The sum of the measure in degrees of the angles in a triangle is 180 A = ½bh V = lwh C = 2πr A B a b i j l k m n p o d c e f h g 12 60º 12 C Line 1 Line 2 Z Y X W 2 SAT Practice Test 3. Based on the information in the chart above, Restaurant X sold approximately how many more hamburgers in 997 than did Restaurant Y? (A) 50,000 (B) 75,000 (C) 00,000 (D) 25,000 (E) 50,000 4. A certain company issues a test for all potential employees. In order to work for this company, an employee must answer at least 90% of the 40 questions on this test correctly. A minimum of how many questions must be answered correctly to work at this company? (A) 30 (B) 32 (C) 34 (D) 35 (E) 36 5. In the figure above, WX=5, YZ=2 and XY = /3YZ. What is the volume of this rectangular solid? (A) 2 (B) 60 (C) 240 (D) 276 (E) 420 6. For which of the following pairs of (x, y) is x + y 4 and x – y -4? (A) 4,3 (B) 3,4 (C) 2,7 (D) ,/3 (E) 0, 4 7. If a/b = then a – b = (A) 0 (B) (C) 2 (D) a (E) b 8. Last week Charlie ran five miles more than Danny did. This week Charlie ran two miles less than Danny did. Which of the following must be true about Charlie’s miles run for the two weeks when compared with Danny’s? (A) Charlie ran twice as far as Danny. (B) Charlie ran 7 miles less than Danny. (C) Charlie ran 3 miles less than Danny. (D) Charlie ran 3 miles more than Danny. (E) Charlie ran 7 miles more than Danny. 9. If x2 - 6 = 23, then x2 + 6 = (A) 29 (B) 35 (C) 52 (D) 59 (E) 84 0. In isosceles triangle ABC, side AB is equal to side AC and side BC is bisected by line segment AD, not shown. How many points on AD are the same distance from point B as from point C? (A) None (B) One (C) Two (D) Three (E) All points.