Mathematics
Mathematics, 24.09.2019 22:00, esperanzar3034

Use the diagram.
angle1 and angle2 are adjacent angles.
a. true
b. false

answer
Answers: 1
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Mathematics, 09.07.2019 07:50, tangia
Complete the indirect proof to show that two supplementary angles cannot both be obtuse angles. given: angle1 and angle2 are supplementary. prove: angle1 and angle2 cannot both be obtuse. assume that two supplementary angles can both be obtuse angles. so, assume that angle1 and angle2 are obtuse. then mangle1 > 90° (equation 1) and mangle2 > ° (equation 2) by the definition of angles. adding the two inequalities, mangle1 + mangle2 > ° (equation 3). however, by the definition of supplementary angles, mangle1 + mangle2 = (equation 4). so equation 3 contradicts the given information. this means the assumption is , and therefore angle1 and angle2 both be obtuse.
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Mathematics, 06.10.2019 07:01, genyjoannerubiera
3. angle1 and angle2 are supplementary angles. a. angle1 = 79, angle2 = 101 b. angle1 = 40, angle2 = 140 c. angle1 = 40, angle2 = 150 d.angle 1 = 79, angle2 = 111
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Mathematics, 08.10.2019 03:30, saucyboyFredo
Consider the conjectures shown if two angles are complementary , then both angles must be acute. if two angles are acute, then their sum must be less than 180° which is a viable argument for these conjectures ? ( choose all that apply ) a. given angle1 and angle2 are acute angles , therefore , they are complementary . b. given angle1 and angle2 are acute angles; therefore , their sum is less than 180°. c. given angle1 and angle2 are complementary , therefore , they are both acute angles . d. given angle1 and angle2 are complementary , therefore , their sum is less than 180 ° e. given angle1 and angle2 have a sum less than 180 degrees , therefore , they are complementary . f. given angle1 and angle2 have a sum less than 180 °, therefore , they are both acute angles .
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Use the diagram.
angle1 and angle2 are adjacent angles.
a. true
b. false...

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