Question

Draw a triangle fgh in which angles g equals to 80 degree angle h equals to 55 degree and gh equals to 5.6 cm .draw the perpendicular bisector of side gh. if you help me. i will mark you as brain list ​

Answer 1

$\triangle fgh$ is the required triangle.

Step-by-step explanation:

Given,

Draw a $\triangle fgh$ in which $\angle g=80\ degree,\angle h=55\ degree\ and\ gh=5.6\ cm$

Following steps:

• Draw a line segments $gh=5.6\ cm$ using scale.
• At $g$, draw an angle $80\ degree$ using protector like $\angle hgx=80\ degree$
• Also at $h$, draw an angle $55\ degree$ using protector like $\angle ghy=55\ degree$
• The line $gx$ and $hy$ cuts a point name as $f$ as shown in figure.

Hence, $\triangle fgh$ is the required triangle.

Answer 2

1. Firstly : draw 80mm name it g h
2. put your sharp point at g and draw a semicircle and cut it
3. construct angle 90 degree
4. then construct angle 30 degree and join all the whole lines which makes it a triangle fgh thank you