XT T6L6 Review

Mason began his walk ​ (a)   away from the motion detector. The first segment of this data lasted for ​ (b)   . At the end of the first segment of the data, Mason was ​ (c)   away from the motion detector. To calculate Mason's speed I must determine the ​ (d)   he traveled and divide it by the ​ (e)   that he used to move that far.

• 6 ft
• 3 s
• 3 ft
• distance
• time
• 6 s
• 9 s
• 9 ft
• feet
• seconds

The ​ (a)   of 6 ft and 3 ft is ​ (b)   . This means that the ​ (c)   Mason traveled in the first segment of this data is 3 ft. Mason took ​ (d)   to move three feet, so to determine his speed I must calculate ​ (e)   .

• difference
• 3 ft
• distance
• 3 s
• 3÷3
• 3÷5
• 5÷3
• product
• duration
• congruence

3÷3=

(a)  

For the first segment of this piecewise graph of data, Mason is moving at a speed of...

Katerina began her walk ​ (a)   away from the motion detector. The first segment of this data lasted for ​ (b)   . At the end of the first segment of the data, Katerina was ​ (c)   away from the motion detector. To calculate Katerina's speed I must determine the ​ (d)   he traveled and divide it by the ​ (e)   that he used to move that far.

• 2 ft
• 3 s
• 5 ft
• distance
• time
• 6 s
• 9 s
• 9 ft
• feet
• seconds

The ​ (a)   of 2 ft and 5 ft is ​ (b)   . This means that the ​ (c)   Katerina traveled in the first segment of this data is 3 ft. Katerina took ​ (d)   to move three feet, so to determine his speed I must calculate ​ (e)   .

• difference
• 3 ft
• distance
• 3 s
• 3÷3
• 3÷5
• 5÷3
• product
• duration
• congruence

For the first segment of this table of data, Katerina is moving at a speed of...

What was Katerina’s speed from the 6 second

mark to the 10 second mark?

What was Katerina’s speed from the 6 second

mark to the 10 second mark?