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The Sum of the Measures of the Three Angles of Any

question 181

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The sum of the measures of the three angles of any triangle is 180180 ^ { \circ } . In the illustration, the measure of angle 2 is 1010 ^ { \circ } larger than the measure of angle 1. The measure angle 3 is 1313 ^ { \circ } larger than the measure of angle 2.  The sum of the measures of the three angles of any triangle is  180 ^ { \circ }  . In the illustration, the measure of angle 2 is  10 ^ { \circ }  larger than the measure of angle 1. The measure angle 3 is  13 ^ { \circ }  larger than the measure of angle 2.   A)   1 : 490 ; 2 : 590 ; 3 : 71 ^ { \circ }  B)   1 : 49 ^ { \circ } ; 2 : 59 ^ { \circ } ; 3 : 72 ^ { \circ }  C)   1 : 50 ^ { \circ } ; 2 : 59 ^ { \circ } ; 3 : 72 ^ { \circ }  D)   1 : 50 ^ { \circ } ; 2 : 59 ^ { \circ } ; 3 : 71 ^ { \circ }  E)   1 : 49 ^ { \circ } ; 2 : 60 ^ { \circ } ; 3 : 72 ^ { \circ }

Understand the non-guaranteeing supportive nature of premises in inductive arguments.
Comprehend the methodological requirements for making credible generalizations.
Recognize the diversity of inductive reasoning in practical examples.
Understand the definitions and differences between necessary and sufficient conditions.

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