Question

ag and drop the correct angle measure into the boxes below the angles. find the supplement of each angle: 14° 160° 86° find the complement of each angle: 41° 24° 55° choices: 20° 166° 35° 94° 66° 49°

Explanation:

Finding Supplements:

For \( 14^\circ \):

Step1: Recall supplement formula

Supplementary angles sum to \( 180^\circ \). So, supplement \( = 180^\circ - 14^\circ \)
\( 180 - 14 = 166^\circ \)

For \( 160^\circ \):

Step1: Apply supplement formula

Supplement \( = 180^\circ - 160^\circ \)
\( 180 - 160 = 20^\circ \)

For \( 86^\circ \):

Step1: Use supplement formula

Supplement \( = 180^\circ - 86^\circ \)
\( 180 - 86 = 94^\circ \)

Finding Complements:

For \( 41^\circ \):

Step1: Recall complement formula

Complementary angles sum to \( 90^\circ \). So, complement \( = 90^\circ - 41^\circ \)
\( 90 - 41 = 49^\circ \)

For \( 24^\circ \):

Step1: Apply complement formula

Complement \( = 90^\circ - 24^\circ \)
\( 90 - 24 = 66^\circ \)

For \( 55^\circ \):

Step1: Use complement formula

Complement \( = 90^\circ - 55^\circ \)
\( 90 - 55 = 35^\circ \)

Final Matches:

• Supplement of \( 14^\circ \): \( 166^\circ \)
• Supplement of \( 160^\circ \): \( 20^\circ \)
• Supplement of \( 86^\circ \): \( 94^\circ \)
• Complement of \( 41^\circ \): \( 49^\circ \)
• Complement of \( 24^\circ \): \( 66^\circ \)
• Complement of \( 55^\circ \): \( 35^\circ \)

(These values can be dragged to their respective boxes as per the problem's drag - and - drop requirement.)

Answer:

Finding Supplements:

For \( 14^\circ \):

Step1: Recall supplement formula

Supplementary angles sum to \( 180^\circ \). So, supplement \( = 180^\circ - 14^\circ \)
\( 180 - 14 = 166^\circ \)

For \( 160^\circ \):

Step1: Apply supplement formula

Supplement \( = 180^\circ - 160^\circ \)
\( 180 - 160 = 20^\circ \)

For \( 86^\circ \):

Step1: Use supplement formula

Supplement \( = 180^\circ - 86^\circ \)
\( 180 - 86 = 94^\circ \)

Finding Complements:

For \( 41^\circ \):

Step1: Recall complement formula

Complementary angles sum to \( 90^\circ \). So, complement \( = 90^\circ - 41^\circ \)
\( 90 - 41 = 49^\circ \)

For \( 24^\circ \):

Step1: Apply complement formula

Complement \( = 90^\circ - 24^\circ \)
\( 90 - 24 = 66^\circ \)

For \( 55^\circ \):

Step1: Use complement formula

Complement \( = 90^\circ - 55^\circ \)
\( 90 - 55 = 35^\circ \)

Final Matches:

• Supplement of \( 14^\circ \): \( 166^\circ \)
• Supplement of \( 160^\circ \): \( 20^\circ \)
• Supplement of \( 86^\circ \): \( 94^\circ \)
• Complement of \( 41^\circ \): \( 49^\circ \)
• Complement of \( 24^\circ \): \( 66^\circ \)
• Complement of \( 55^\circ \): \( 35^\circ \)

(These values can be dragged to their respective boxes as per the problem's drag - and - drop requirement.)