An Isosceles triangles has
- All angles add up to 180 degrees
- Has two equal sides.
- only one unequal side called the base.
- Base angles of isosceles are all equal.
An
acute triangle is a triangle which has all the angles less than 90°.
We know all the internal angles in triangle is equal to 180°. In acute
triangle the sum of all the internal angles is equal to 180° but not
even the one angle is equal to or greater than 90°. acute triangle
drawn below L, M and N are all acute angles.
Example Problems for Isosceles acute triangle:
Example 1:
Find the area of the Isosceles triangle of b = 13 cm, h = 7 cm..
Solution:
Given side of the Isosceles triangle, b = 13 cm, h = 7 cm.
Area of the Isosceles triangle = `1/2` * b * h
= `1/2 ` * 13 * 7
= 0.5 * 91
= 45.5 cm2
Area of Isosceles triangle = 45.5 cm2
Example 2:
Find the area of the Isosceles triangle of b = 15 cm, h = 8 cm..
Solution:
Given side of the Isosceles triangle, b = 15 cm, h = 8 cm.
Area of the Isosceles triangle = `1/2` * b * h
= `1/2 ` * 15 * 8
= 0.5 * 120
= 60 cm2
Area of Isosceles triangle = 60 cm2
Example 3:
Find the perimeter of Isosceles triangle that has side S1 =16 cm,S2 = 16,S3 = 10 cm.
Solution:
Given, S1 =16 cm,S2 = 16,S3 = 10 cm.
perimeter of Isosceles triangle = S1+S2+S3
= 16+16+10
perimeter of Isosceles triangle = 42 cm
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Some other examples regarding Isosceles acute triangle:
Example 1:
A triangle has angle 43º, 64º and 73º. What type of triangle is this?
Solution:
Here all the given angles are less than 90°, hence the given triangle angles are an acute triangle.
Example 2:
A triangle has angle 39º, 65º and 76º. What type of triangle is this?
Solution:
Here all the given angles are less than 90°, hence the given triangle angles are an acute triangle.
Example 3:
A triangle has angle 45º, 56º and 79º. What type of triangle is this?
Solution:
Here all the given angles are less than 90°, hence the given triangle angles are an acute triangle.
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