Your family is driving 188 miles to visit a relative. Your father drives 63 miles then stops for a break. How many more miles are left in the trip? Your father drives 50 miles per hour. How long will the remainder of the trip be?

I need help with Part B of this.

a. d = 188-63 = 125 miles remaining.

b. d = r * t = 125 ,
50t = 125,

125/50 = ____ hours

To find the remaining miles left in the trip, subtract the distance your father has already driven from the total distance of the trip.

Total distance of the trip: 188 miles
Distance your father has already driven: 63 miles

Remaining miles left in the trip = Total distance of the trip - Distance your father has already driven
Remaining miles left in the trip = 188 miles - 63 miles
Remaining miles left in the trip = 125 miles

Therefore, there are 125 miles left in the trip.

To determine how long the remainder of the trip will be, we need to divide the remaining distance by your father's driving speed.

Driving speed: 50 miles per hour
Remaining miles left in the trip: 125 miles

Time for the remainder of the trip = Remaining miles left in the trip / Driving speed
Time for the remainder of the trip = 125 miles / 50 miles per hour
Time for the remainder of the trip = 2.5 hours

Therefore, the remainder of the trip will take 2.5 hours.

To find the number of miles left in the trip, you need to subtract the distance your father has already driven (63 miles) from the total distance of the trip (188 miles).

So, to find the remaining miles, you can use the following equation:

Remaining Miles = Total Distance - Distance Driven

Remaining Miles = 188 miles - 63 miles

Remaining Miles = 125 miles

Therefore, there are 125 miles left in the trip.

To find the time it will take for the remainder of the trip, you need to use the formula:

Time = Distance / Speed

Since your father's speed is 50 miles per hour, you can divide the remaining distance (125 miles) by the speed (50 mph) to get the time it will take.

Time = 125 miles / 50 mph

Time = 2.5 hours

Therefore, the remainder of the trip will take 2.5 hours.