Urgent Question on Plane Geometry?

Question

Find the perimeter of a quadrant with an area of 100m^2

Can someone please help me with steps on how u get the answer. My initial thought was 10x10 but it could also be 20x5 it could me heaps of answers, please help

Answer 1

permeter=40  

Answer 2

there must be another givens

Perimeter=a+b+c+d=?

Answer 3

The formula for area is A=LxW^2. A quadrant is also called a square. So 100m^2 = 10m x 10m which gives you the values of L and W. Since all four sides of a square are equivalent, using the perimeter formula 2L+2W=P, plug in the values for L and W; 2(10)+2(10)=40. therefore P=40m.

Answer 4

if you are pertaining to a quadrant, this is actually a square

so the sides are equal

meaning the each side is equal to 10m

the perimeter of a square is 4times the side

so the perimeter is 40 m

Answer 5

if it is square then 10x10=100 m^2

so permeter=10+10+10+10=40 .

You need one more relation about this problem to solve correctly.

Answer 6

if you mean quadrant as a quarter of a circle, then

Area of the quadrant= Aq

Perimeter of the quadrant = Pq

r=radius

Aq=(pi*r^2)/4

Pq=((pi*r)/2)+2r

From Aq= 100m^2 you can calculate r (r=11,2838 m)

Now you can use it to calculate Pq

Pq= 40,292 m