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This equation shows how the distance Janice has cycled depends on the number of trips she has taken to work.\newlined=t+14d = t + 14\newlineThe variable tt represents the number of trips she has made, and the variable dd represents the total distance cycled in kilometers. After 55 trips to work, how many kilometers will Janice have cycled in total?\newline_____ kilometers

Full solution

Q. This equation shows how the distance Janice has cycled depends on the number of trips she has taken to work.\newlined=t+14d = t + 14\newlineThe variable tt represents the number of trips she has made, and the variable dd represents the total distance cycled in kilometers. After 55 trips to work, how many kilometers will Janice have cycled in total?\newline_____ kilometers
  1. Identify Given Values: Step 11: Identify the given values and the equation.\newlineWe know the equation is d=t+14d = t + 14, where tt is the number of trips and dd is the distance in kilometers. Janice has made 55 trips.
  2. Substitute Value into Equation: Step 22: Substitute the value of tt into the equation.\newlineSubstitute t=5t = 5 into the equation d=t+14d = t + 14.\newlined=5+14d = 5 + 14
  3. Perform Addition for Total Distance: Step 33: Perform the addition to find the total distance. d=19d = 19 kilometers.

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