Quiz about JUNIOR MISE TEST TWO

Question 1

Granny Smith has $63. Elberta has $2 more than Anjou and Anjou has one-third as much as Granny Smith. How many dollars does Elberta have?

Accepted Answer

23

Answer

17

Answer

18

Answer

19

Answer

21

Question 2

The digits 1, 2, 3, 4 and 9 are each used once to form the smallest possible even five-digit number. The digit in the tens place is

Accepted Answer

9

Answer

1

Answer

2

Answer

3

Answer

4

Question 3

On a dark and stormy night Snoopy suddenly saw a flash of lightning. Ten seconds later he heard the sound of thunder. The speed of sound is 1088 feet per second and one mile is 5280 feet. Estimate, to the nearest half-mile, how far Snoopy was from the flash of lightning.

Accepted Answer

2

Answer

1

Answer

1.5

Answer

2.5

Answer

3

Question 4

Six trees are equally spaced along one side of a straight road. The distance from the first tree to the fourth is 60 feet. What is the distance in feet between the first and last trees?

Accepted Answer

100

Answer

90

Answer

105

Answer

120

Answer

140

Question 5

Genevieve puts bracing on her large kite in the form of a cross connecting opposite corners of the kite. How many inches of bracing material does she need?

Accepted Answer

39

Answer

30

Answer

32

Answer

35

Answer

38

Question 6

The large kite is covered with gold foil. The foil is cut from a rectangular piece that just covers the entire grid. How many square inches of waste material are cut off from the four corners?

Accepted Answer

264

Answer

63

Answer

72

Answer

180

Answer

189

Question 7

A collector offers to buy state quarters for 2000% of their face value. At that rate how much will Bryden get for his four state quarters?

Accepted Answer

20 dollars

Answer

50 dollars

Answer

200 dollars

Answer

500 dollars

Answer

2000 dollars

Question 8

Tyler has entered a buffet line in which he chooses one kind of meat, two different vegetables and one dessert. If the order of food items is not important, how many different meals might he choose?

Accepted Answer

72

Answer

4

Answer

24

Answer

80

Answer

144

Question 9

Homer began peeling a pile of 44 potatoes at the rate of 3 potatoes per minute. Four minutes later Christen joined him and peeled at the rate of 5 potatoes per minute. When they finished, how many potatoes had Christen peeled?

Accepted Answer

20

Answer

24

Answer

32

Answer

33

Answer

40

Question 10

A square piece of paper, 4 inches on a side, is folded in half vertically. Both layers are then cut in half parallel to the fold. Three new rectangles are formed, a large one and two small ones. What is the ratio of the perimeter of one of the small rectangles to the perimeter of the large rectangle?

Accepted Answer

5/6

Answer

1/3

Answer

1/2

Answer

3/4

Answer

4/5

Question 11

For the game show Who Wants To Be A Millionaire?, the dollar values of each question are shown in the following table

(where K = 1000).

Between which two questions is the percent increase of the value the smallest?

Accepted Answer

From 2 to 3

Answer

From 1 to 2

Answer

From 3 to 4

Answer

From 11 to 12

Answer

From 14 to 15

Question 12

Two dice are thrown. What is the probability that the product of the two numbers is a multiple of 5?

Accepted Answer

11/36

Answer

1/36

Answer

1/18

Answer

1/6

Answer

1/3

Question 13

The mean of a set of five different positive integers is 15. The median is 18. The maximum possible value of the largest of these five integers is

Accepted Answer

35

Answer

19

Answer

24

Answer

32

Answer

40

Question 14

On a twenty-question test, each correct answer is worth 5 points, each unanswered question is worth 1 point and each incorrect answer is worth 0 points. Which of the following scores is NOT possible?

Accepted Answer

97

Answer

90

Answer

91

Answer

92

Answer

95

Question 15

Points R, S and T are vertices of an equilateral triangle, and points X, Y and Z are midpoints of its sides. How many noncongruent triangles can be drawn using any three of these six points as vertices?

Accepted Answer

4

Answer

1

Answer

2

Answer

3

Answer

20

Question 16

Each half of this figure is composed of 3 red triangles, 5 blue triangles and 8 white triangles. When the upper half is folded down over the centerline, 2 pairs of red triangles coincide, as do 3 pairs of blue triangles. There are 2 red-white pairs. How many white pairs coincide?

Accepted Answer

5

Answer

4

Answer

6

Answer

7

Answer

9

Question 17

There are 24 four-digit whole numbers that use each of the four digits 2, 4, 5 and 7 exactly once. Only one of these four-digit numbers is a multiple of another one. Which of the following is it?

Accepted Answer

7425

Answer

5724

Answer

7245

Answer

7254

Answer

7542

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