How do you draw an angle ABC , with A=35, AC=6cm and C=65?
Using a protractor and a ruler, draw ∆ABC, with  = 35°, AC = 6cm and Ĉ = 65°.
Draw a second triangle, ∆GHI, with Ĝ = 80°, GH = 9cm and Ĥ = 35°. Draw these triangles
It appears you mean a triangle ABC
Just draw a 35° angle and label it A.
Mark off a length of 6cm on one side, and label the other point C. Now AC = 6cm.
At point C, draw a 65° angle opening towards point A. Where that angle intersects the other side of angle A is point B.
draw ABC, with A=35, AC=6cm and C=65
Draw ABC,with A=35°,AC=6cm and C=65°
To draw an angle ABC with the given information, follow these steps:
1. Start by drawing a line segment AB. This will be the base of your angle.
2. Now, mark point A on the line segment AB at any convenient distance.
3. Measure 6 cm from point A along the line segment AB and mark point C. This will be the length of AC.
4. With point C as the center, draw an arc of any convenient radius to intersect the line segment AB.
5. Without changing the radius, draw another arc from point A to intersect the previously drawn arc. Let's call this point of intersection as point D.
6. Finally, connect the points B, A, and C to form the angle ABC.
Please note that the angle you have drawn may not correspond to the given angle measure of A = 35° and C = 65°. In this case, the actual angle measurement is determined by the intersection of the arcs and not the given angle values.