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Angles are said to be produced whenever <u>two</u> or more <em>straight</em> lines intersect. Some <u>types</u> of angles are right angle, obtuse angle, acute angle, etc. Thus, the required proof is stated below:
Prove: <A > <C
<B > <D
An <u>obtuse</u> angle is a given angle that is <em>greater than</em> but <em>less than</em>
. While an <u>acute</u> angle is a given angle that is <em>less than</em>
.
Thus <em>extend</em> AB to F, such that BF = CD.
Draw a <u>perpendicular</u> from a to <em>intersect</em> CD at point E.
So that;
<BAD = <BAE + <DAE (<u>addition</u> property of an angle)
Such that;
<A is an obtuse <u>angle</u>, while <C is an <u>acute</u> angle. Thu,
<A > <C (<u>different</u> types of angles)
Also,
<ADC = <CDF - <ADF (<u>subtraction</u> property of angles)
But both angles B and D are <em>acute</em> <em>angles</em>.
So that;
<B > <C (<u>comparison</u> of measures of two angles)
For more clarifications on types of angles, visit: brainly.com/question/11558730
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