Question

Can someone please help me with the dogpark problem? This is a problem parallelograms. I will attatch the activity. It may take a while, but I really need help. Thankyou

Answer 1

I chose lot a
Here are the restrictions

It is 300 ft long and 350 ft wide
One end is designated for a parking lot with has to be atleast 20 ft wide
There is a row of trees along the dogwood street side and nothing can be built within 25 feet of it
The dog park must be a parallelogram

We want to find out the area of the largest possible park we can make

Answer 2

can you post a .png or .pdf instead of a .docx ?

Answer 3

is there a way to convert it from docx?

Answer 4

is there a way to convert it from docx?

Answer 5

@phi I posted it as a pdf

Answer 6

@RBauer4 @hero

Answer 7

or rather a png or jpeg

someone posting a pdf, is usually just posting the whole handout

Answer 8

well i dont want to have to crop

but i specifically need help starting with number 3
I just wanted to post the whole assignment so that people wouldnt be confused about where I was coming from

This way you are up to date

Is that ok @jdoe0001

Answer 9

I know what Im doing

The assignment just isn't so clear so I need someone to walk through it with me and make sure I am doing it correctly.

Answer 10

what are the "code requirements" ?

Answer 11

or code restrictions?

Answer 12

I wrote them above they are just requirements

like that it is 300 ft long and 350 ft wide
One end is designated for the parking lot which has to be at least 20 ft wide
There is a row of trees along the dogwood street side and nothing can be built 25 ft within it
The park must be a parallelogram

Answer 13

I asked because lot A is 280 x 250 which is too small

Answer 14

oh Im doing lot c sorry if i said a

Answer 15

the lot is 300X350

Answer 16

oh and there has to be a sidewalk around it that is 4 ft