Sentences with INCENTRE
Check out our example sentences below to help you understand the context.Sentences
1
"The incentre of a triangle is the point where the angle bisectors intersect."
2
"The incentre is also known as the incenter."
3
"The incentre is equidistant from the three sides of the triangle."
4
"The incentre is the center of the inscribed circle."
5
"In an equilateral triangle, the incentre is the same as the centroid."
6
"The coordinates of the incentre can be found using trilinear coordinates."
7
"The incentre divides the angle bisectors in the ratio of the adjacent sides."
8
"The incentre is the concurrence point of the angle bisectors."
9
"The incentre is an important point in triangle geometry."
10
"The incentre is the center of the incircle."
11
"The angle between the incentre and any side of the triangle is an angle bisector."
12
"The distance from any vertex to the incentre is equal to the inradius."
13
"The incentre can be inside or outside the triangle."
14
"The incentre is always inside an acute triangle."
15
"In a right triangle, the incentre lies on the hypotenuse."
16
"The incentre is a unique point in a triangle."
17
"The incentre of an isosceles triangle lies on the perpendicular bisector of the base."
18
"The incentre is equidistant from the sides of an equilateral triangle."
19
"In a scalene triangle, the incentre is not located on any of the medians."
20
"The incentre is denoted by the letter I in triangle geometry."
1
"The incentre of a triangle is the point where the angle bisectors intersect."
2
"To find the incentre, you need to draw the angle bisectors of the triangle."
3
"The incentre is equidistant from the sides of the triangle."
4
"The incentre is the centre of the inscribed circle of a triangle."
5
"The incentre divides the angle bisectors of a triangle in a specific ratio."
6
"The incentre is always located inside the triangle."
7
"The coordinates of the incentre can be determined using geometric formulas."
8
"The incentre of an equilateral triangle coincides with its circumcentre."
9
"The incentre of a right-angled triangle lies on the triangle's hypotenuse."
10
"The incentre is an important point in triangle geometry."
