Use Deductive Reasoning To Form A Valid Conclusion From The Given Statem…

Use deductive reasoning to form a valid conclusion from the given statements. State the law of logic that you applied to form such conclusion.

1. If two points of a line lie on a plane, then the line also lies on a plane.

Points A and B lie on plane M.

Conclusion:

Law of logic:.

2.Complements of congruent angles are congruent.

Angles 1 and 2 are complementary angles

Angles 2 and 3 are complementary angles.

Conclusion:

Law of logic:

3. If angles A and B are vertical, then angles A and B are congruent.

If angles A and B are congruent, then their measures are equal.

Conclusion:

Law of logic:​

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Answer:

9. What conclusion can be obtained from the given statements?

If two planes intersect, then their intersection is a line.

Planes S and R intersect.

a. Planes S and R intersect at a line by the Law of Syllogism.

b. Planes S and R intersect at a point by the Law of Syllogism.

c. Planes S and R intersect at a line by the Law of Detachment

d. Planes S and R intersect at a point by the Law of Detachment.

19. What conclusion can be deduced from the following arguments?

Any three distinct noncollinear points lie on exactly one plane.

Points P and Q lie on line 1. Point R does not lie on line 1.

a. Points P, Q, and R lie on line 1.

b. Points P, Q, and R are collinear.

c. Points P, Q, and R are coplanar.

d. Points P, Q, and R are noncoplanar.

20. What conclusion can be drawn from the following arguments?

If two distinct planes intersect, their intersection is a line.

Planes P and M are distinct planes that intersect.

Point R lies on both planes P and M.

Point S lies on both planes P and M.

a. Points R and S determine a line.

b. The intersection of planes P and M is RS.

c. Point R is the intersection of planes P and M.

d. Point S is the intersection of planes P and M.

please pa answers po pls pls pls please pls pls please pls please pls please pls pls please pls pls please

need ko Napo ngayon

thank you po in advance

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