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geometry - inductive reasoning, conjecture, and cou... counterexample a…

Question

geometry - inductive reasoning, conjecture, and cou... counterexample a false example to show that a conjecture is not true. the sum of any 2 integers is positive. adjacent angles are congruent. complementary angles create a right angle. inductive reasoning: is reasoning that goes from specific (examples) to general (making a conjecture). conjecture is not necessarily a true statement. question 5 5. -3 + -2 = a positive a negative

Explanation:

Step1: Recall rule for adding negative numbers

When adding two negative numbers, we add their absolute - values and keep the negative sign.

Step2: Calculate the sum

The absolute value of - 3 is 3 and the absolute value of - 2 is 2. So, \(|-3|+|-2|=3 + 2=5\). Since both numbers are negative, \(-3+( - 2)=-5\).

Answer:

a negative