Free Printable Pascal 2011

1.

What is the value of 6 × (5 − 2) + 4?

a)

A) 18

b)

B) 22

c)

C) 24

d)

D) 32

e)

E) 42

2.

Nine hundred forty-three minus eighty-seven equals

a)

A) -1030

b)

B) -856

c)

C) 770

d)

D) 1030

e)

E) 856

3.

Which list of numbers is written in increasing order?

a)

A) $2011,\ \sqrt[]{2011},\ 2011^2$

b)

B) $2011,\ 2011^2,\sqrt[]{2011}$

c)

C) $\sqrt[]{2011},2011,\ 2011^2$

d)

D) $\sqrt[]{2011},\ 2011^2,\ 2011$

e)

E) $2011^2,\sqrt[]{2011},\ 2011$

4.

The graph shows the nutritional contents of a Pascal Burger. Which ratio compares the mass of fats to the mass of carbohydrates?

a)

A) 3 : 2

b)

B) 2 : 3

c)

C) 2 : 1

d)

D) 4 : 3

e)

E) 3 : 4

5.

When x = −2, the value of (x + 1)³ is

a)

A) -1

b)

B) -8

c)

C) -5

d)

D) 1

e)

E) -3

6.

Peyton puts 30 L of oil and 15 L of vinegar into a large empty can. He then adds 15 L of oil to create a new mixture. What percentage of the new mixture is oil?

a)

A) 75

b)

B) 25

c)

C) 45

d)

D) 50

e)

E) 60

7.

Three 1 by 1 by 1 cubes are joined side by side, as shown. What is the surface area of the resulting prism?

a)

A) 13

b)

B) 14

c)

C) 15

d)

D) 16

e)

E) 17

8.

The 17th day of a month is Saturday. The first day of that month was

a)

A) Monday

b)

B) Tuesday

c)

C) Wednesday

d)

D) Thursday

e)

E) Friday

9.

Two rectangles PQUV and WSTV overlap as shown. What is the area of PQRSTV?

a)

A) 35

b)

B) 24

c)

C) 25

d)

D) 17

e)

E) 23

10.

John lists the integers from 1 to 20 in increasing order. He then erases the first half of the integers in the list and rewrites them in order at the end of the second half of the list. Which integer in the new list has exactly 12 integers to its left?

a)

A) 1

b)

B) 2

c)

C) 3

d)

D) 12

e)

E) 13

11.

Which of the following numbers is closest to 1?

a)

A) $\frac{11}{10}$

b)

B) $\frac{111}{100}$

c)

C)1.101

d)

D) $\frac{1111}{1000}$

e)

E) 1.011

12.

The number of odd integers between $\frac{17}{4}$ and $\frac{35}{2}$ is

a)

A) 4

b)

B) 5

c)

C) 6

d)

D) 7

e)

E) 8

13.

The first four terms of a sequence are 1, 4, 2, and 3. Beginning with the fifth term in the sequence, each term is the sum of the previous four terms. Therefore, the fifth term is 10. What is the eighth term?

a)

A) 66

b)

B) 65

c)

C) 69

d)

D) 134

e)

E) 129

14.

In the diagram, a garden is enclosed by six straight fences. If the area of the garden is 97 m² , what is the length of the fence around the garden?

a)

A) 48 m

b)

B) 47 m

c)

C) 40 m

d)

D) 38 m

e)

E) 37 m

15.

Six friends ate at a restaurant and agreed to share the bill equally. Because Luxmi forgot her money, each of her five friends paid an extra $3 to cover her portion of the total bill. What was the total bill?

a)

A) $90

b)

B) $84

c)

C) $75

d)

D) $108

e)

E) $60

16.

The set S = {1, 2, 3, . . . , 49, 50} contains the first 50 positive integers. After the multiples of 2 and the multiples of 3 are removed, how many integers remain in the set S?

a)

A) 8

b)

B) 9

c)

C) 16

d)

D) 17

e)

E) 18

17.

In the subtraction shown, K, L, M, and N are digits. What is the value of K + L + M + N?

a)

A) 17

b)

B) 18

c)

C) 19

d)

D) 23

e)

E) 27

18.

On the number line, points M and N divide LP into three equal parts. What is the value at M?

a)

A) $\frac{1}{7}$

b)

B) $\frac{1}{8}$

c)

C) $\frac{1}{9}$

d)

D) $\frac{1}{10}$

e)

E) $\frac{1}{11}$

19.

Two circles are centred at the origin, as shown. The point P(8, 6) is on the larger circle and the point S(0, k) is on the smaller circle. If QR = 3, what is the value of k?

a)

A) 3.5

b)

B) 4

c)

C) 6

d)

D) 6.5

e)

E) 7

20.

In the diagram, PR, PS, QS, QT, and RT are straight line segments. QT intersects PR and PS at U and V , respectively. If PU = PV , ∠UPV = 24^◦, ∠P SQ = x^◦, and ∠TQS = y^◦, what is the value of x + y?

a)

A) 48

b)

B) 66

c)

C) 72

d)

D) 78

e)

E) 156

Pascal 2011

Total questions: 20

Worksheet time: 2hrs 40mins

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