in triangle ABC, angle A =angle C, AC =5 and BC =4. then find perimeter of triangle ABC
Answers
Answered by
7
angle A = angle C
therefore this angle is right angled triangle
angleA=angle C=45
angle B=90
by 45-45-90 therem
AB=1/underoot2×AC---(side opposite 45 angle)
AB=1/underoot 2×5
AB=5/underoot 2
AB=7.07
perimeter=AB+BC+AC
Perimeter=7.07+4+5
perimeter= 16.07
therefore this angle is right angled triangle
angleA=angle C=45
angle B=90
by 45-45-90 therem
AB=1/underoot2×AC---(side opposite 45 angle)
AB=1/underoot 2×5
AB=5/underoot 2
AB=7.07
perimeter=AB+BC+AC
Perimeter=7.07+4+5
perimeter= 16.07
Answered by
8
Given
In a triangle, ABC, angle A = angle C
AC = 15
BC =4
To find
The perimeter of triangle ABC
Solution
Given that ∠ A = ∠ C, the sides opposite to those angles are equal in measure.
That is AB = BC
Since BC =4, AB = 4
Therefore the sides of triangle become AC = 5, AB = 4, BC = 4
The perimeter of a triangle = Sum of all three sides
That is AC + BC +AB = 4 +4 +5 =13
Therefore the perimeter of the triangle ABC is 13
Similar questions