find the area of a right angle triangle with length of the sides contains the right angle is 8 cm and 10cm
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Triangle ABC is a given triangle
Angle ABC = 90°, AB = 6cm, BC = 10cm.
Now AC,
AB square + BC square = 8 square + 6 square = 10cm
It is a hypotenuse of the triangle ABC.
Option A: The statement is correct because
AC > AB and AC > BC for the above finding.
Option B: The statement is wrong because Traingle ABC + Triangle CAB + Traingle ACB = 180°
But, Traingle ABC = 90° (given)
Therefore, traingle ACB + traingle CAB = 180° - 90° = 90°
So each of Traingle ACB , Traingle CAB is less than 90°
Option C: The statement is true according to the reasoning for the statement in B option.
Option D: The statement is wrong because given triangle is a right angled Traingle and Pythagoras theorem is always applicable to right triangles
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