i need help with inderect proofs and proving lines perpendicular.. PLEASE!!!!

You have to be much more specific on your question.

Sure, I can help you with indirect proofs and proving lines perpendicular. Let's start with indirect proofs.

Indirect proofs, also known as proof by contradiction, are a type of proof that starts by assuming the opposite of what you want to prove, and then showing that this assumption leads to a contradiction. In other words, you assume the opposite of what you want to prove and try to show that it leads to a logical inconsistency.

To perform an indirect proof, you typically follow these steps:

1. Clearly state what you want to prove.
2. Assume the opposite of what you want to prove.
3. Formulate logical deductions based on this assumption.
4. Look for a statement that contradicts either known facts or the assumption itself.
5. If you find a contradiction, it means your original assumption is false, and therefore, what you wanted to prove is true.

Now, let's move on to proving lines perpendicular.

To prove that two lines are perpendicular, you need to show that the angles formed by the intersection of these lines are right angles (90 degrees). There are a few different approaches you can take to prove lines perpendicular, depending on the given information and the specific situation:

1. Use the definition of perpendicular lines: If you are given that two lines intersect at right angles, you can use the definition of perpendicular lines to prove their perpendicularity. This definition states that two lines are perpendicular if and only if the angles formed by their intersection are right angles.

2. Use the properties of parallel lines: If you are dealing with parallel lines, you can use the properties of parallel lines to prove that two intersecting lines are perpendicular. For example, if you have a transversal intersecting two parallel lines and you can show that the corresponding angles are congruent, then you can conclude that the lines are perpendicular.

3. Use geometric theorems or postulates: Depending on the given information, you can use specific theorems or postulates to prove that two lines are perpendicular. For example, the Perpendicular Transversal Theorem states that if a transversal intersects two lines such that the alternate interior angles are congruent, then the lines are perpendicular.

Remember, when proving lines perpendicular, it's important to clearly state what you are trying to prove and to provide clear logical steps or justifications for each statement made in your proof.

I hope this explanation helps you understand indirect proofs and proving lines perpendicular. Feel free to provide more specific details or ask any further questions you may have!