This equation shows how the distance Jayla has cycled depends on the number of trips she has taken to work.d = t + 12The variable t represents the number of trips she has made, and the variable d represents the total distance cycled in kilometers. After 5 trips to work, how many kilometers will Jayla have cycled in total? kilometers

Pam recently started biking to and from work. The round-trip distance is 13 kilometers.Let t represent the number of round trips Pam makes and k represent the total number of kilometers she bikes.Complete the equation that represents the relationship between t and k.k=

Brandon cycled a total of 13.23 kilometres by making 7 trips to work. How many trips will Brandon have to make to cycle a total of 18.9 kilometres? Assume the relationship is directly proportional.

This equation shows how the amount of jam Wayne has jarred is related to the number of days he has spent making jam.j = 6d + 6The variable d represents the number of days spent making jam, and the variable j represents the amount of jam jarred. How much jam did Wayne jar if he spent 8 days making jam?

Nancy cycled a total of 35 kilometres by making 7 trips to work. How many trips will Nancy have to make to cycle a total of 60 kilometres? Solve using unit rates.

This equation shows how the distance Mason runs depends on the number of track practices he attends.d = p + 12The variable p represents the number of track team practices he attends, and the variable d represents the distance run in miles. How many miles would Mason have run after 36 track practices? milesSubmit