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. The integral values of z which satisfy the inequalitiy -1 < 2z - 5 ≤ 5 are 2, 3, 4, 5 3, 4, 5 2, 5 2, 3, 4 2. The real numbers m which satisfy the inequality (3/5)m + 3 > (2/3 )m - 4 are (m : m < 105) (m : m < 7) (m : m > 7) (m : m > 105) 3. The nth term of the A.P 10, 3, -4, ... is 16 - 7n 18 - 7n 18 + 7n 17 - 7n 4. The length of a rectangular plot of land exceeds the width by 7m. If the area of the plot is 198m² , the length is 18 m 21 m 27 m 24 m 5. The 1st and the 11th terms of an A.P. are -5 and 20 respectively. The common difference is 4 3 5 5/2 6. If 19x = 240² - 235², the value of x is 125 95 25 205 7. If 2x - y = 6 and 2x + 4y = 1, the value of 4x + 3y is 5 7 3 1 8. Find the values p and q in the arithmetic progression -12, p, q, 18, ... 1, 11 -2, 8 0, 9 -1, 8 9. Evaluate: (xy² - yz²) (x²z - xyz) when x = 2, y = -2 and z = -½ -30 0 -34 -28 10. The roots of the equation ay² + by + c = 0 are 1/2 and -3. The values of a, b and c are, respectively 2, -5, -3 2, 5, 3 2, 5, -3 1, 5, 3 11. What is the common factor to the expressions y²-y, 2y²+y-1 and y²-1 ? none y+1 y-1 y 12. Five years ago, a father was four times as old as his son. In five years time the father will be twice as old as the son. If x and y are the present ages of the father and the son respectively, the equations relating x and y are: 4y - x = 0; x- 2y = 0 4y - x = 15; x - 2y = 5 4y - x = 25; x - 2y = 5 x - 4y = 15; y - 2x = 5 13. If 3y + 4 - ( y/3) = y + 9What is Y ? 6 3 5 4 14. If (x - 3) < x/3,then x is x < 9 x > -9 x < 9/2 x < 3 15. The seventh term of the G.P 16/9, -8/3, 4, ... is 16 -9/2 -32/3 81/4 16. If a and b are two positive numbers such that a > 2b, then the following are true except -a > -2b -b < 2a -a < -2b 17. Factorize: a² + 4a - 192 (a-12)(a+16) (a-12)(a-16) (a-48)(a+4) (a-4)(a+48) 18. Solve the equation:6(y - 4) + 3(y + 7) = 6 2/3 3/2 0 1 19. Solve the equation:(log_{3}a) – 6log_{3}a + 9 = 0 18 27 9 81 20. The 2nd and 9th terms of an A.P are 391 and 328 respectively. The 7th term is 400 355 373 346 21. If y is negative, for what range of values of y is y + 1/3 > 1/y + 3 ? -2 < y < -1 -3 < y < 0 3 < y < 4 -4 < y < -3 22. A G.P has 6 and 24 as its 2nd and 4th terms respectively. The sum of the first four terms is 45 60 40 66 23. The values of p and q in the G.P 10, p, q, -5/4 are respectively 5/2, -5 -5/2, 5 5, -5/2 -5, 5/2 24. Solve the equation 3x + 10 = x² 5 or 2 -5 or -2 5 or -2 -5 or 2 25. The roots of the equation2y² - 3y - 2 = 0 are -1/2, 2 -2,1 -2, 1/2 -2, 2 1 out of 25 Time is Up! Time's up