SOLUTION: AT 9:00 A.M. A TRUCK LEAVES THE TRUCK YARD AND
TRAVELS WEST AT A RATE OF 35 MI/HR.
TWO HOURS LATER, A SECOND TRUCK LEAVES ALONG THE SAME ROUTE
TRAVELING AT 70 MI/HR.
WHEN W
Algebra.Com
Question 108864: AT 9:00 A.M. A TRUCK LEAVES THE TRUCK YARD AND
TRAVELS WEST AT A RATE OF 35 MI/HR.
TWO HOURS LATER, A SECOND TRUCK LEAVES ALONG THE SAME ROUTE
TRAVELING AT 70 MI/HR.
WHEN WILL THE SECOND TRUCK CATCH UP TO THE FIRST TRUCK?
THANKS
JMS
Answer by checkley71(8403) (Show Source): You can put this solution on YOUR website!
DISTANCE=RATE*TIME
SEEING AS THE DISTANCES ARE THE SAME WE HAVE:
35T=70(T-2)
35T=70T-140
35T-70T=-140
-35T=-140
T=-140/-35
T=4 HOURS THEY WILL MEET.
PROOF
35*4=70(4-2)
140=70*2
140=140
RELATED QUESTIONS
At 9:00 a.m. a truck leaves the truck yard and travels west at a rate of 35 mi/hr. Two... (answered by rfer)
At 9:00 a.m. a truck leaves the truck yard and travels west at a rate of 35 mi/hr two... (answered by mananth)
At 9:00 a.m. a truck leaves the truck yard and travels west at a rate of 45 mi/hr. Two... (answered by rajagopalan)
At 9:00 a.m. a truck leaves the truck yard and travels west at a rate of 50 mi/hr. Two... (answered by ptaylor)
At 9:00 a.m. a truck leaves the truck yard and travels west at a rate of 45 mi/hr. Two... (answered by kollanag)
At 9am a truck leaves the truck yard and travels west at a rate of 45 mi/hr. Two hours... (answered by stanbon)
At 9:00am a truck leaves the truck yard and travels west at a rate of 45mi/hr. Two hours... (answered by bucky)
At 9 am a truck leaves the truck yard and travels west at a rate of 50 mph. Two hours... (answered by stanbon)
At 9:00 a.m. a truck leaves the truck yard and travels west at a rate of 50 mph. At 11:00 (answered by Alan3354,rfer)