Answer
The given statement is false. The correct statement is “The side of a right triangle opposite an acute angle does not form the acute angle’s sides.”
Work Step by Step
To better understand, first draw a right angle triangle \[\vartriangle ABC\] and observe all the three angles.
On observing one may find that there are two acute angles, that is, \[\measuredangle A\]and \[\measuredangle C\] excluding the angle at which the triangle is being right angled, that is, \[\measuredangle B\]. Further, one can also find and conclude that the side opposite to \[\measuredangle C\] is a right angle, right angled at \[B\]. This angle is not an acute angle.
Hence, the given statement is \[\text{false}\]. The correct statement is “The side of a right triangle opposite an acute angle does not form the acute angle’s sides.”
