Sentences with ISOPERIMETER
Check out our example sentences below to help you understand the context.Sentences
1
"An isoperimeter is a figure with the same perimeter as another figure."
2
"The isoperimeter theory states that two shapes with the same perimeter will have the same area."
3
"The isoperimeter problem involves finding a figure of maximum area among all those with a given perimeter."
4
"An isoperimeter is also known as an equiperimeter figure."
5
"The isoperimeter conjecture suggests that the circle has the greatest area among all planar shapes with the same perimeter."
6
"In isoperimeter optimization, the goal is to find the shape with the largest area among all figures with a fixed perimeter."
7
"The concept of isoperimeter plays a significant role in the field of geometry."
8
"The isoperimeter property is used to compare different shapes with respect to their perimeters and areas."
9
"An isoperimeter curve is a closed curve that encloses the maximum area for a given perimeter."
10
"An isoperimeter inequality relates the perimeter and area of a figure."
11
"The isoperimeter property allows us to compare the efficiency of different shapes in enclosing a given area."
12
"The isoperimeter ratio is defined as the ratio of a figure's perimeter to its area."
13
"The solution to an isoperimeter problem often requires finding the critical points of a given function."
14
"An isoperimeter polygon is a polygon with the same perimeter as another polygon."
15
"The isoperimeter algorithm aims to find the shape of maximum area among all those with a fixed perimeter."
1
"An isoperimeter is a figure with the same perimeter as another figure."
2
"To solve the problem, we need to find an isoperimeter that matches the given conditions."
3
"The isoperimeter of a square and a rectangle with equal perimeters are not the same."
4
"The concept of isoperimeter is frequently used in geometry."
5
"An isoperimeter is a useful tool for comparing the perimeters of different shapes."
6
"The shape with the largest area is not necessarily the one with the smallest isoperimeter."
7
"In this problem, we need to find the isoperimeter of two irregular shapes."
8
"The isoperimeter of a circle and a regular hexagon is different."
9
"The isoperimeter of a triangle is always smaller than that of a rectangle."
