MATHS
Jim is setting up a rectangular dog run in
his backyard. He buys six 3foot sections
of fencing and a 3foot wide gate. What
are the dimensions of the dog run with
the greatest area in each situation?
a) Jim uses the yard fence for one side of
the dog run.
b) Jim uses the corner of the yard fence
for two sides of the dog run.
asked by
OSAS

Please only post your questions once. Repeating posts will not get a quicker response. In addition, it wastes our time looking over reposts that have already been answered in another post. Thank you.
See your later post.posted by PsyDAG
Respond to this Question
Similar Questions

MATHS
Jim is setting up a rectangular dog run in his backyard. He buys six 3foot sections of fencing and a 3foot wide gate. What are the dimensions of the dog run with the greatest area in each situation? a) Jim uses the yard fence 
word problem , MATHS
Jim is setting up a rectangular dog run in his backyard. He buys six 3foot sections of fencing and a 3foot wide gate. What are the dimensions of the dog run with the greatest area in each situation? a) Jim uses the yard fence 
sheridan
Jim is setting up a rectangular dog run in his backyard. He buys six 3foot sections of fencing and a 3foot wide gate. What are the dimensions of the dog run with the greatest area in each situation? a) Jim uses the yard fence 
math
Jim is setting up a rectangular dog run in his backyard. He buys six 3foot sections of fencing and a 3foot wide gate. What are the dimensions of the dog run with the greatest area in each situation? a) Jim uses the yard fence 
math
A rectangular dog pen that has the greatest possible area within a budget of 50$.A pen needs at least one gate for a dog. Fencing is $1.00 per foot, fence posts are $2.00 each and gates (3 feet wide) are $5.00 each. what is the 
grade (5) math
Design a rectangular dog pen that has the greatest possible area and keep within a budget of $50. Your pen needs at least one gate for your dog. Fencing is $1.00 per foot, fence posts are $2.00 each, and gates(3 feet wide) are 
Calculus optimization problem
A rectangular dog run is to contain 864 ft ^2. a. If the dog's owner must pay for fencing, what should be the dimensions of the run to minimize cost? b. Suppose a neighbor has agreed to let the owner use an already constructed 
PreAlgebramath
Mr.jones bought 20 yards of fencing to make pen for dog pen will be in rectangle shape, the fencing comes in 1 yard section, wants the MAXIMUM areafor his dog to run, what dimension will give the pen the biggest space for dog to 
Grade 11 Math
A rectangular dog run is to be enclosed by a fence and then divided into two smaller rectangular areas by a fence parallel to one of the sides. If 54m of fence is available, find the dimensions of the dog run of greatest possible 
algebra
Cindy has 34 meters of fencing. She plans to build a rectangular dog run that is 2 meters wide. How long can the dog run be?