Q. 10. ∠MBA=20∘∠MAC∘=40∘ of ∠MCA=30∘. Denonstrati ef triunghial ABC este inconcell.
Identify Isosceles Triangle: Since triangle ABC is isosceles, two angles must be equal. We know angle MAC is 40 degrees and angle MCA is 30 degrees.
Calculate Sum of Known Angles: The sum of angles in a triangle is 180 degrees. Let's add up the angles we know: 40 degrees (angle MAC) + 30 degrees (angle MCA).
Subtract Sum from 180:40 degrees + 30 degrees = 70 degrees. This is the sum of the two angles we know.
Find Measure of Angle MBA: Subtract the sum of the known angles from 180 degrees to find the measure of the third angle, which is angle MBA.
Find Measure of Angle MBA: Subtract the sum of the known angles from 180 degrees to find the measure of the third angle, which is angle MBA.180 degrees - 70 degrees = 110 degrees. So, angle MBA should be 110 degrees.
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