Write the converse of this statement. If two angles are both obtuse, the two angles are equal. Converse:
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The converse statement is:
The converse statement is:If two angles are equal,the two angles are both obtuse.
Explanation:
The converse of a conditional statement interchange the hypothesis and the conclusion.
The converse of a conditional statement interchange the hypothesis and the conclusion.The hypothesis is a statement that is a proposed explanation of a phenomenon and the conclusion is a statement that is drawn from the hypothesis and is a decision.
The converse of a conditional statement interchange the hypothesis and the conclusion.The hypothesis is a statement that is a proposed explanation of a phenomenon and the conclusion is a statement that is drawn from the hypothesis and is a decision.i.e. If p then q
The converse of a conditional statement interchange the hypothesis and the conclusion.The hypothesis is a statement that is a proposed explanation of a phenomenon and the conclusion is a statement that is drawn from the hypothesis and is a decision.i.e. If p then qwhere p is hypothesis and q is conclusion.
The converse of a conditional statement interchange the hypothesis and the conclusion.The hypothesis is a statement that is a proposed explanation of a phenomenon and the conclusion is a statement that is drawn from the hypothesis and is a decision.i.e. If p then qwhere p is hypothesis and q is conclusion.we are given statement as:
The converse of a conditional statement interchange the hypothesis and the conclusion.The hypothesis is a statement that is a proposed explanation of a phenomenon and the conclusion is a statement that is drawn from the hypothesis and is a decision.i.e. If p then qwhere p is hypothesis and q is conclusion.we are given statement as:if two angles are both obtuse, the two angles are equal.
The converse of a conditional statement interchange the hypothesis and the conclusion.The hypothesis is a statement that is a proposed explanation of a phenomenon and the conclusion is a statement that is drawn from the hypothesis and is a decision.i.e. If p then qwhere p is hypothesis and q is conclusion.we are given statement as:if two angles are both obtuse, the two angles are equal.i.e. the Hypothesis(p) is: Two angles are both obtuse.
The converse of a conditional statement interchange the hypothesis and the conclusion.The hypothesis is a statement that is a proposed explanation of a phenomenon and the conclusion is a statement that is drawn from the hypothesis and is a decision.i.e. If p then qwhere p is hypothesis and q is conclusion.we are given statement as:if two angles are both obtuse, the two angles are equal.i.e. the Hypothesis(p) is: Two angles are both obtuse.and conclusion(q) is: Two angles are equal.
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