Express -0.00255 in the form of  

p

q

  and reduce it to the lowest terms.

A.	100000 -255
B.	-51 200000
C.	-51 20000
D.	-255 100000

Find the remainder when -2x⁴ + x² + x + 11 is divided by x + 1.

A.	11
B.	10
C.	9
D.	8

For the points $A(43, -7),$ $B(-18, -99),$ $C(-69, 6),$ $D(45, -28),$ and $E(-60, 12),$ find the value of $(\text{abscissa } A)$$+ (\text{abscissa } B)$$- (\text{ordinate } E)$$- (\text{ordinate } C)$$- (\text{abscissa } D)$.

A.	$-36$
B.	$-32$
C.	$-38$
D.	$-28$

Find the point where linear equation 5x + 7y = 10 intersects with x-axis.

A.	(0, 2)
B.	(0, 7)
C.	(2, 0)
D.	(5, 0)

What is the angle between the minute and the hour hands of the clock when the clock shows 5:00?

A.	140°
B.	120°
C.	180°
D.	150°

In a right-angled triangle $ABC$, if $\angle ACB = 2 \angle CAB$, then:

A.	$3AC = BC$
B.	$2AC = BC$
C.	$AC = 3BC$
D.	$AC = 2BC$

In the parallellogram ABCD, find the measurement of ∠BAC and ∠DAC, when ∠BCA is 31° and ∠DCA is 44°.

A.	31°, 44°
B.	45°, 45°
C.	59°, 46°
D.	44°, 31°

In the rhombus, ∠PRS = 3X - 220° and ∠QSP = 2X - 10°. Find the value of X.

A.	64°
B.	54°
C.	128°
D.	74°

The Ferris Wheel at the school fair has radius of 12 metres. It revolves at the rate of one revolution per 2 minutes. How many seconds does it take a rider to travel from the bottom of the wheel to a point 6 vertical metres above the bottom?

A.	19
B.	22
C.	20
D.	18

Which of the following angles can be constructed using ruler and compass only?

A.	$50^\circ$
B.	$120^\circ$
C.	$40^\circ$
D.	$72^\circ$

Find the percentage increase in the area of a triangle if each side is increased by $m$ times.

A.	$100(m^2 + 1) \%$
B.	$200 m^2 \%$
C.	$100(m^2 -1) \%$
D.	$100 m^2 \%$

The diameter of a solid metallic right circular cylinder is equal to its height. After cutting out the largest possible solid sphere $S$ from the cylinder, the remaining material is recast to form a solid sphere $S_1$. What is the ratio of the radius of the sphere $S$ to that of sphere $S_1 ?$

A.	$3:2$
B.	$\sqrt[3]{ 2 } : 3$
C.	$\sqrt[3]{ 2 } : 1$
D.	$3:1$

Find the median of the following set:

$13, 11, 15, 16, 18, 15, 20, 12, 11$

A.	$13$
B.	$16$
C.	$15$
D.	$17$

Katie is participating in a race. The probability that she will come first in the race is 0.1. The probability that she will come second in the race is 0.25. The probability that she will come in 3rd is 0.5, and the probability that she will be 4th is 0.15. What is the probability that she will win 2nd position or win the race?

A.	0.25
B.	0.3
C.	0.35
D.	0.4

If xy represents a two-digit number, where x and y are positive single digits, which of the following CANNOT be true?

A.	y - x = 9
B.	x = y
C.	2x = y
D.	y + x = 4x

Which of the following numbers is the largest?

A.	$10^{ 12 }$
B.	$30^{ 8 }$
C.	$( 30 \times 20)^{ 4 }$
D.	$(30 + 10)^{ 8 }$