SOLUTION: Katy leaves City A for City B at 8 A.M., driving at 52 mi/h. At 10 A.M., Jensen leaves City B for City A, driving at 61 mi/h along the same route. If the cities are 443 mi apart, a
Algebra.Com
Question 135344: Katy leaves City A for City B at 8 A.M., driving at 52 mi/h. At 10 A.M., Jensen leaves City B for City A, driving at 61 mi/h along the same route. If the cities are 443 mi apart, at what time (P.M.) will they meet?
Answer by checkley77(12844) (Show Source): You can put this solution on YOUR website!
52X+61(X-2)=443
52X+61X-122=443
113X=443+122
113X=565
X=565/113
X=5 HOURS AFTER KATY LEAVES THEY WILL MEET.
8+5=13 OR 1 PM.
PROOF
52*5+61*3=443
260+183=443
443=443
RELATED QUESTIONS
Katy leaves City A for City B at 7 A.M., driving at 47 mi/h. At 9 A.M., Jensen leaves... (answered by jonvaliente)
Katy leaves City A for City B at 7 am. driving a 51 mph. at 10am Jensen leaves City B for (answered by stanbon)
Sam drives from City A to City B, and he takes 8 hours for the entire trip.
Richard... (answered by ikleyn,Edwin McCravy,MathTherapy)
Katy leaves Las Vegas for Los Angeles at 10 A.M., driving at 50 mi/h. At 11 A.M. Jensen... (answered by josgarithmetic,MathTherapy)
Wilma drove at an average speed of 50 mi/h from her home in City A to visit her sister in (answered by ankor@dixie-net.com)
Wilma drove at an average speed of 45 mi/h from her home in City A to visit her sister in (answered by ikleyn,greenestamps)
A train leaves Kansas City for a nearby city at 8:15 pm, averaging 90 mph.
Another train (answered by greenestamps,ewatrrr,ikleyn)
Please help me! I've been stuck on this problem for a while now and could really use some (answered by MathLover1,reviewermath)
Wilma drove at an average speed of mi/h from her home in City A to visit her sister in... (answered by ankor@dixie-net.com)