26 questions
What is the sequence for the following figures?
1, 2, 3, 4...
1, 3, 6, 10...
10, 6, 3, 1...
4, 3, 2, 1...
What is the common difference of the following pattern of blocks?
1
7
6
19
Make an expression using variable n, for the following figures.
7-6(n-1)
6+7(n-1)
7+ 6(n-1)
7+6(n+1)
How many small squares should step 20 consist of?
247
121
131
133
How many pebbles must be in figure 8?
16 pebbles
10 pebbles
32 pebbles
4 pebbles
How many pebbles must be in figure 10?
20
30
40
50
When organized as a table, what value is on figure 12?
24
12
6
3
What is the best description for the given pattern?
Multiply the figure number by 2
Add 2 on the figure number
Multiply 2 on the next figure number
add 2 on the next figure number
Which expression can be used to determine the number of pebbles in any figure number?Using "n" to represent the figure number.
n + 2
2 + 2n
2 + 2(n-1)
2 + 2(n+1)
How many small squares are in figure 2?
5
7
9
11
When the figure number and the number of squares are organized on the table, what is the value of figure 10?
10 squares
23 squares
13 squares
2 squares
Which set of values represents the squares in figure 4, 5 and 6?
5, 7 and 9
11, 13 and 15
4, 5 and 6
11, 12 and 13
What is the common difference of the sequence when organized in table?
5
2
7
none of these
What expression can be used to determine the number of square on "n" figures?
5 + 2(n-1)
5n
n-1
2n-1
Use the expression for the pattern to determine the number of squares in 20th figure.
43
40
45
23
Assume that each side of small square is 1cm. What is the perimeter of EACH figures?
8, 14 and 20
4, 12 and 24
2, 4 and 8
1, 4 and 9
Assume that each side of small square is 1cm. What is the perimeter of figure 4?
26
4
35
none of these
Assume that each side of small square is 1cm. Organize the figure number and perimeter of the pattern, what is the constant difference?
6
4
8
10
Assume that each side of small square is 1cm. Organize the figure number and perimeter of the pattern, write the expression using "n" for figure number?
8 + 6(n-1)
n(n+1)
n x n
What is the perimeter of the 4th figure?
14 units
6 units
18 units
24 units
What is the perimeter of the 5th figure?
16 units
7 units
22 units
28 units
Organize the perimeter on a table determine the constant difference.
2
3
1
4
Organize the perimeter on a table determine the expression for the pattern.
8 + 2(n-1)
8 + 2(n+1)
3 + 1(n-1)
3 + 1(n+1)
Write an expression using the numbers of diamonds on each figure.
3+1(n-1)
8 + 2(n-1)
8 + 2(n+1)
3+1(n+1)
Organize the figure number and the number of diamonds on the sequence and determine the Constant difference.
3
8
1
2
Organize the figure number and the number of diamonds on the sequence and determine the number of diamonds in figure 20.
20
21
22
23