Identifying Numerical Patterns through Ordered Pairs

What is the rule for the first sequence mentioned in the video?

• Start with 25 and add 25

• Start with 0 and add 1

• Start with 0 and add 2

• Start with 30 and subtract 3

Which sequence starts with 25 and increases by 25?

• The first sequence

• The second sequence

• The third sequence

• The fourth sequence

What is the result of adding 2 to 4 in the sequence starting with 0?

• 4

• 2

• 8

• 6

In the sequence starting with 0 and adding 4, what is the third term?

• 4

• 16

• 8

• 12

How are the terms in the second sequence related to the first sequence?

• They are the same value

• They are three times the value

• They are twice the value

• They are half the value

What do the x-coordinates represent in the ordered pairs?

• The rule multiply by 3

• The rule add 4

• The rule add 2

• The rule multiply by 2

Why do the ordered pairs follow a specific pattern?

• Because the x-coordinate is twice the y-coordinate

• Because the x-coordinate is half the y-coordinate

• Because the x-coordinate is three times the y-coordinate

• Because the x-coordinate is equal to the y-coordinate

What is the relationship between the first term in one sequence and the first term in the other sequence when using multiplication rules?

• The first term is equal to the second term

• The first term is twice the second term

• The first term is one and a half times the second term

• The first term is half the second term

What is the y-coordinate for the ordered pair (6, 9)?

• 15

• 6

• 9

• 12

Why do the points fall in a straight line when graphing related sequences?

• Because each point represents the same relationship between x and y coordinates

• Because the x and y coordinates are equal

• Because the y-coordinate is always greater than the x-coordinate

• Because the x-coordinate is always greater than the y-coordinate