Question

9. The larger of two supplementary angles exceeds the smaller by 180

. Find the angles.​

Answer 1

no angle is larger than 180

no angle is larger than 180let the measures of the supplementary angle of 180° be x°

no angle is larger than 180let the measures of the supplementary angle of 180° be x°then 180+x=180

no angle is larger than 180let the measures of the supplementary angle of 180° be x°then 180+x=180therefore 180+x-180=180-180

no angle is larger than 180let the measures of the supplementary angle of 180° be x°then 180+x=180therefore 180+x-180=180-180therefore x=0

no angle is larger than 180let the measures of the supplementary angle of 180° be x°then 180+x=180therefore 180+x-180=180-180therefore x=0answer: the supplementary angle of 180°

no angle is larger than 180let the measures of the supplementary angle of 180° be x°then 180+x=180therefore 180+x-180=180-180therefore x=0answer: the supplementary angle of 180°is 0°

no angle is larger than 180let the measures of the supplementary angle of 180° be x°then 180+x=180therefore 180+x-180=180-180therefore x=0answer: the supplementary angle of 180°is 0°Step-by-step explanation:

the the smaller than 180 all numbers are supplementary angle.