An activity for learning something more
Example Draw AABC such that I(BC) = 8 cm, I(CA) = 6 cm, m ZABC = 40°
Draw a ray to make an angle of 40° with the base BC, I(BC) = 8 cm.
We have to obtain point 'A' on the ray. With 'C' as the centre, draw an
arc of radius 6 cm to do so. What do we observe? The arc intersects the
ray in two different points. Thus, we get two triangles of two different
shapes having the given measures.
Can a triangle be drawn if the three angles are given, but not any side?
How many such triangles can be drawn?
plz. give correct answer the person who answer this will be marked brainliest.....
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