Question

Draw triangle ABC such that AB= 8cm, AC=5 cm, BC= 6cm. Draw a right triangle equal in area of this triangle.​

Answer 1

Answer:

First we draw a line segment BC=6 cm

First we draw a line segment BC=6 cm With the help of compass, draw a curve from point B of 8 cm

First we draw a line segment BC=6 cm With the help of compass, draw a curve from point B of 8 cm Again draw a curve from point C of 5 cm

First we draw a line segment BC=6 cm With the help of compass, draw a curve from point B of 8 cm Again draw a curve from point C of 5 cmThese both curves cut each other at a point, name it as A

First we draw a line segment BC=6 cm With the help of compass, draw a curve from point B of 8 cm Again draw a curve from point C of 5 cmThese both curves cut each other at a point, name it as AJoin AC and AB

First we draw a line segment BC=6 cm With the help of compass, draw a curve from point B of 8 cm Again draw a curve from point C of 5 cmThese both curves cut each other at a point, name it as AJoin AC and AB Then, ABC is the required triangle

First we draw a line segment BC=6 cm With the help of compass, draw a curve from point B of 8 cm Again draw a curve from point C of 5 cmThese both curves cut each other at a point, name it as AJoin AC and AB Then, ABC is the required triangleAfter that we bisect angles A,B and C

First we draw a line segment BC=6 cm With the help of compass, draw a curve from point B of 8 cm Again draw a curve from point C of 5 cmThese both curves cut each other at a point, name it as AJoin AC and AB Then, ABC is the required triangleAfter that we bisect angles A,B and CThe bisectors of these three angles intersect at a point say O.

First we draw a line segment BC=6 cm With the help of compass, draw a curve from point B of 8 cm Again draw a curve from point C of 5 cmThese both curves cut each other at a point, name it as AJoin AC and AB Then, ABC is the required triangleAfter that we bisect angles A,B and CThe bisectors of these three angles intersect at a point say O.Then draw a circle taking O as the centre which touches all three sides f a triangle.

First we draw a line segment BC=6 cm With the help of compass, draw a curve from point B of 8 cm Again draw a curve from point C of 5 cmThese both curves cut each other at a point, name it as AJoin AC and AB Then, ABC is the required triangleAfter that we bisect angles A,B and CThe bisectors of these three angles intersect at a point say O.Then draw a circle taking O as the centre which touches all three sides f a triangle. The resultant circle is the required circle and O is the incentre of triangle ABC.

First we draw a line segment BC=6 cm With the help of compass, draw a curve from point B of 8 cm Again draw a curve from point C of 5 cmThese both curves cut each other at a point, name it as AJoin AC and AB Then, ABC is the required triangleAfter that we bisect angles A,B and CThe bisectors of these three angles intersect at a point say O.Then draw a circle taking O as the centre which touches all three sides f a triangle. The resultant circle is the required circle and O is the incentre of triangle ABC.solution

First we draw a line segment BC=6 cm With the help of compass, draw a curve from point B of 8 cm Again draw a curve from point C of 5 cmThese both curves cut each other at a point, name it as AJoin AC and AB Then, ABC is the required triangleAfter that we bisect angles A,B and CThe bisectors of these three angles intersect at a point say O.Then draw a circle taking O as the centre which touches all three sides f a triangle. The resultant circle is the required circle and O is the incentre of triangle ABC.solution