INFORMATION PROCESSING

Identify the correct relationship between x and y from the given table
1. y = 4x
2. y = x + 4
3. y = 4
4. y = 4 ×4
Identify the correct relationship between x and y from the given table.
1. y = −2x
2. y = +2x
3. y = x+3
4. y = -3 x
Observe the table given below.

Find the relationship between x and y. What will be the value of y, when x = 8.
1. 12
2. 14
3. 16
4. 10
Identify the correct relationship between x and y from the given table.
1. y = x + 2 .
2. y = x + 3
3. y = x + 4
4. y = x+1
Identify the correct relationship between x and y from the given table.
1. y = 2x + 1
2. y = 2x –1
3. y = x - 1
4. y = x+ 1
The elements along the sixth row of the Pascal’s Triangle is
1. 1,5,10,5,1
2. 1,5,5,1
3. 1,5,5,10,5,5,1
4. 1,5,10,10,5,1
The difference between the consecutive terms of the fifth slanting row containing four elements of a Pascal’s Triangle is
1. 3,6,10,…
2. 4,10,20,…
3. 1,4,10,…
4. 1,3,6,…
What is the sum of the elements of nineth row in the Pascal’s Triangle?
1. 128
2. 254
3. 256
4. 126
Choose the correct relationship between x and y from the given table.
1. y = x+4
2. y = x + 5
3. y = x + 6
4. y = x + 7
Tabulate and find the relationship between the variables for the following patterns
2. y = 4n
3. y = 2n
Tabulate and find the relationship between the variables for the following patterns
1. y = 2x + 1
2. y = x + 1
3. y = 2x - 1
4. y = x + 2
What is the sum of the elements of 8th row in the Pascal’s Triangle?
1. 128
2. 126
3. 256
4. 254
What is the sum of the elements of 6th row in the Pascal’s Triangle?
1. 32
2. 16
3. 34
4. 30
The elements along the 7th row of the Pascal’s Triangle is
1. 1,6,11,20,11,6,1
2. 1,6,15,15,15,6,1
3. 1,6,15,20,15,6,1
4. 1,5,15,20,15,5,1
Fibonacci sequence
1. the pattern obtained by adding the elements in the slanting rows of the Pascal’s Triangle.
2. the pattern obtained by subtracting the elements in the slanting rows of the Pascal’s Triangle.
3. the pattern obtained by multipy the elements in the slanting rows of the Pascal’s Triangle.
4. None
What is the sum of the elements of 5th slanting row in the Pascal’s Triangle
1. 5
2. 3
3. 8
4. 13