7.1 Distance-Time Graph

7.1 Distance-Time Graph - Set 1

Report 1 / 5

Logan wants to participate in a cycling competition at the district level. He plans to train for two hours daily by cycling 40 km. The distance, \(s\) km he travels over the time \(t\) minutes represented by the equation \(s=\dfrac13 t\). Create a table based on the equation.

(A)

Time, \(t\) (minutes)	0	30	60	90	120
Distance, \(s\) (km)	5	15	25	35	40

(B)

Time, \(t\) (minutes)	0	30	60	90	120
Distance, \(s\) (km)	0	5	10	20	40

(C)

Time, \(t\) (minutes)	0	30	60	90	120
Distance, \(s\) (km)	0	15	25	35	40

(D)

Time, \(t\) (minutes)	0	30	60	90	120
Distance, \(s\) (km)	0	10	20	30	40

Difficulty Level: Medium

7.1 Distance-Time Graph - Set 1

Report 2 / 5

William drives his car for three hours from Kuala Lumpur to Kuantan. The distance from Kuala Lumpur to Kuantan is 240 km. The distance, \(s\) km he travels over the time \(t\) minutes represented by the equation \(s=80 t\). Create a table based on the equation.

(A)

Time, \(t\) (hour(s))	0	1	2	3
Distance, \(s\) (km)	0	60	120	240

(B)

Time, \(t\) (hour(s))	0	1	2	3
Distance, \(s\) (km)	0	80	160	240

(C)

Time, \(t\) (hour(s))	0	1	2	3
Distance, \(s\) (km)	0	80	120	240

(D)

Time, \(t\) (hour(s))	0	1	2	3
Distance, \(s\) (km)	0	60	160	240

Difficulty Level: Easy

7.1 Distance-Time Graph - Set 1

Report 3 / 5

Pak Hassan walks to the mosque that is 500 meters from his house. He needs 20 minutes to reach there and walks at a constant pace. Create a table based on the situation.

(A)

Time, \(t\) (minutes)	0	5	10	15	20
Distance, \(s\) (m)	0	25	50	250	500

(B)

Time, \(t\) (minutes)	0	5	10	15	20
Distance, \(s\) (m)	0	175	250	375	500

(C)

Time, \(t\) (minutes)	0	5	10	15	20
Distance, \(s\) (m)	0	50	150	250	500

(D)

Time, \(t\) (minutes)	0	5	10	15	20
Distance, \(s\) (m)	0	125	250	375	500

Difficulty Level: Hard

7.1 Distance-Time Graph - Set 1

Report 4 / 5

Suhana participates in a cross country competition in her school. The total distance for the competition is 8 km. The relationship between the distance and the time taken to reach the finishing line is given by the equation \(s=8-\dfrac15 t\) where \(s\) is the distance in km while \(t\) is the time taken in minutes. Create a table based on the given situation.

(A)

Time, \(t\) (minutes)	0	10	20	30	40
Distance, \(s\) (km)	8	6	4	2	0

(B)

Time, \(t\) (minutes)	0	10	20	30	40
Distance, \(s\) (km)	0	2	4	6	8

(C)

Time, \(t\) (minutes)	0	10	20	30	40
Distance, \(s\) (km)	8	4	2	1	0

(D)

Time, \(t\) (minutes)	0	10	20	30	40
Distance, \(s\) (km)	0	1	2	4	8

Difficulty Level: Medium

7.1 Distance-Time Graph - Set 1

Report 5 / 5

The movement of a particle for a certain period of time is represented by the equation \(s = 8t + 5\) where \(s\) is the distance in cm and \(t\) is the time taken in seconds. Create a table for the movement of the particle in 5 seconds.

(A)

Time, \(t\) (second(s))	0	1	2	3	4	5
Distance, \(s\) (cm)	5	10	15	20	25	30

(B)

Time, \(t\) (second(s))	0	1	2	3	4	5
Distance, \(s\) (cm)	5	11	19	27	35	43

(C)

Time, \(t\) (second(s))	0	1	2	3	4	5
Distance, \(s\) (cm)	5	12	20	28	36	44

(D)

Time, \(t\) (second(s))	0	1	2	3	4	5
Distance, \(s\) (cm)	5	13	21	29	37	45

Difficulty Level: Medium