Please help me answer this one.
1. Which is the hypothesis of the given conditional?
All supplementary angles form a linear pair.
a. If a pair of angles is supplementary, then it forms a linear pair.
b. If a pair of angles forms a linear pair, then it is supplementary.
c. A pair of angles is supplementary.
d. It forms a linear pair.
2. Which is the conclusion of the given conditional?
All supplementary angles form a linear pair.
a. If a pair of angles is supplementary, then it forms a linear pair.
b. If a pair of angles forms a linear pair, then it is supplementary.
c. A pair of angles is supplementary.
d. It forms a linear pair.
3. How do you write the if and then form of the given conditional?
All supplementary angles form a linear pair.
a. If a pair of angles is supplementary, then it forms a linear pair.
b. If a pair of angles forms a linear pair, then it is supplementary.
c. A pair of angles is supplementary.
d. It forms a linear pair.
1. Which is the hypothesis of the given conditional?
All supplementary angles form a linear pair.
a. If a pair of angles is supplementary, then it forms a linear pair.
b. If a pair of angles forms a linear pair, then it is supplementary.
c. A pair of angles is supplementary.
d. It forms a linear pair.
2. Which is the conclusion of the given conditional?
All supplementary angles form a linear pair.
a. If a pair of angles is supplementary, then it forms a linear pair.
b. If a pair of angles forms a linear pair, then it is supplementary.
c. A pair of angles is supplementary.
d. It forms a linear pair.
3. How do you write the if and then form of the given conditional?
All supplementary angles form a linear pair.
a. If a pair of angles is supplementary, then it forms a linear pair.
b. If a pair of angles forms a linear pair, then it is supplementary.
c. A pair of angles is supplementary.
d. It forms a linear pair.
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Answer:
1. A
2. B
3. D
Step-by-step explanation:
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