Trey is running in a race. He has completed 1/4 of the race so far. He has already run 1.2 miles. How much more of the race does Trey have? Responses 1.6 miles 1.6 miles 5.2 miles 5.2 miles 4.8 miles 4.8 miles 0.3 miles
Trey has completed 1/4 of the race, so he has 1 - 1/4 = 3/4 of the race left.
Since 1/4 of the race is 1.2 miles, then 3/4 of the race is 1.2 * (3/1) = 3.6 miles.
Therefore, Trey has 3.6 miles left to run.
To find out how much more of the race Trey has, we need to subtract the distance he has already run from the total distance of the race.
Let's assume the total distance of the race is unknown and represented by the variable "d".
Since Trey has completed 1/4 of the race, we can set up the equation:
1/4 * d = 1.2
To solve for "d," we can multiply both sides of the equation by 4:
4 * (1/4 * d) = 4 * 1.2
d = 4.8
Therefore, the total distance of the race is 4.8 miles.
Now, to determine how much more of the race Trey has, we subtract the distance he has already run from the total distance:
4.8 - 1.2 = 3.6
Hence, Trey still has to run 3.6 miles more to complete the race.
To find out how much more of the race Trey has, we need to calculate the total distance of the race and then subtract the distance he has already run.
We know that Trey has completed 1/4 of the race, which means the distance he has already run is 1/4 of the total race distance.
Let's calculate the total race distance:
1/4 of the race = 1.2 miles
To find the total race distance, we can divide 1.2 miles by 1/4:
Total race distance = 1.2 miles / (1/4)
Total race distance = 1.2 miles * (4/1)
Total race distance = 1.2 miles * 4
Total race distance = 4.8 miles
Now that we know the total race distance is 4.8 miles, we can calculate how much more of the race Trey has left:
Total race distance - Distance already run = Remaining distance
4.8 miles - 1.2 miles = 3.6 miles
Therefore, Trey has 3.6 miles more of the race left.