Please, fill out the information below to continue. Note: This is a sample test, and you can only take it for a limited period, after which you will be required to subscribe to a plan NAME EMAIL PHONE NUMBER 1. What is the least possible value of 9/(1 + 2y²) if 0 ≤ y ≤ 2? 1 9 0 22. Factorize: 9 - (a²-3a-1)² (a-4)(a-2)(a-1)(a+1) -(a-2)(a+1)(a+2)(a+4) (a-4)(a-3)(a-2)(a+1) -(a-4)(a+1)(a-1)(a-2)3. Evaluate: 27.63² - 22.37² 189.0 241.3 27.7 263.04. The integral values of z which satisfy the inequalitiy -1 < 2z - 5 ≤ 5 are 3, 4, 5 2, 3, 4, 5 2, 5 2, 3, 45. Solve the equation:(log_{3}a) – 6log_{3}a + 9 = 0 9 18 27 816. If 2x - y = 6 and 2x + 4y = 1, the value of 4x + 3y is 5 7 1 37. If 4x - 2 = 3x -5, the value of 7x is -49 -3 -21 78. For what range of values of y is 1/y > 2 ? 1 < y < 2 0 < y < 1/2 y < 1/2 y < 0 or y > 1/29. If y is a positive number, for what values of y is4 + 3y < 10 ? 0 < y < 2 0 > y > 2 y < 2 1 < y < 210. The 2nd and 9th terms of an A.P are 391 and 328 respectively. The 7th term is 355 400 346 37311. The 23rd term of the sequence 4, 7, 10, ... is 92 67 70 7312. The 8th term of the A.P. -4, -2, 0... is 10 8 -10 1213. The value of the expression (9/4) x³ - (9/2) x² - (8/27) x^{-3 }when x = - 2/3 is 6 -20/3 -5/3 7/314. Solve the equation 3x + 10 = x² -5 or -2 -5 or 2 5 or 2 5 or -215. The largest root of the equation (x - 1)² = 4x - 7 is 2 4 7 616. One of the roots of the equation:x² + 9 = 0 -9 3 none of these -317. John was 40 years old in 1995 while his father was 65. In what year was John exactly half his father's age? 1990 1978 1980 198518. The seventh term of the G.P 16/9, -8/3, 4, ... is -32/3 -9/2 16 81/419. Solve the following inequality:1/3 (2y -1) < 5 y < 8 y < -5 y < -6 y < 720. If a and b are two positive numbers such that a > 2b, then the following are true except -a < -2b -a > -2b -b < 2a -b < 2a21. Simplify : 8a - 3(2a - 3b) 2a + 9b 2a + 3b 2a - 9b 5a - 9b22. A motorist drove a distance of 90km at constant speed for the first 40km and then drove 20km/hr faster for the rest of the journey. If the whole journey took him one hour, his average speed for the first 40km was 40 km/hr 60 km/hr 80 km/hr 70 km/hr23. Solve the inequality:18 < x² - 3x x < -3 or x < 6 -3 < x < 6 x > -3 or x > 6 x < -3 or x > 624. Factorize: 6a-5-a² -(5-a)(1-a) (5-a)(a-1) -(a+3)(a+2) (a-5)(a-1)25. Find all real numbers n for which 1/3 (n+1) - 1 > 1/5 (n+4) n > 11 n < 11 n < -1 n < 626 out of 25Time is Up!