Angelarepaja7idn
Answered

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1 water is frozen, then a temperature is below
Converse
Inverse
Contraposive
2 If a point is a midpoint, then it dides a segment into the congruent segment
Converse
Inverse
Contrapositive
3 If you compete in the Olympics then you are an athin
Converse
Inverse
Contrapositive
4 two angies are complementary, then they add to 90°
Converse
Inverse
Contrapositive
If two circles have the same diameter then they have to same amourence
Converse
Inverse
Contrapositive​

Sagot :

Cardoyamsidn
1. Conditional Statement: If water is frozen, then the temperature is below
Converse: The temperature is below, the water ia frozen
Inverse: If the water is not frozen, then the temperature is not below
Contrapositive: If the temperature is not below, then the water is not frozen

2. Conditional: If a point is a midpoint, then it dides (?) a segment into the congruent segment
Converse: If it dides a segment into a congruent segment, then the point is a midpoint
Inverse: If a point is not the midpoint, tgen it does not dide a segment i to the congruent segment
Contrapositive: If it does not dide a segment into the congruent segment, then the point is not a midpoint.
Note: I’m not quite sure sa number 2 since the statement you provided is questionable. I guess na natypo ka lang.

3. Converse: If you are an athin (?), then you compete in the Olympics.
Inverse: If you didn’t compete in the Olympics, then you are not an athin
Contrapositive: If you are not an athin, then you didn’t compete in the Olympics.
Note: Same goes with number 3, the statement is questionable that’s why I’m not quite sure if my answer.

4. Conditional: If two angles are complementary, then they add to 90°
Converse: If they add to 90°, then the two angles are complementary
Inverse: If the two angles are not complementary, then they did not add to 90°
Contrapositive: If they do not add to 90°, then the two angles are not complementary.

5. Converse: if they have the same amourence (?), then the two circles have the same diameter.
Inverse: If two circles do not have the same diameter, then they do not have the same amourence.
Contrapositive: If they do not have the same amourence, then the two circles do not have the same diameter.
Note: number 5 is quite confusing because I’m not sure if the word “amourence” exists. I’m not quite sure about number five because the statement you provided is questionable.

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