The complement of an angle whose measure is 10°. Find the measure of the angle.b) The supplement of an angle is twice the measure of an angle. Find the measure of the angle and its supplement.c) The supplement of an angle is 52°. Find the measure of the given angle.
1. The complement of an angle whose measure is 10°. Find the measure of the angle.b) The supplement of an angle is twice the measure of an angle. Find the measure of the angle and its supplement.c) The supplement of an angle is 52°. Find the measure of the given angle.
Answer:
a. x = 90- 10 = 80°
b. 180 -x = 2x
3x = 180
x = 60°
S = 120°
c. 54 = 180-x
x = 126°
Step-by-step explanation:
2. find the complement to each angle!complement of 62° ?complement of 27° ?complement of 44° ?find the supplement of each angle!supplement of 110° ?supplement of 159° ?supplement of 97° ?Tell whether each pair of angle measurements are complementary, supplementary, or neitherh. 36°, 24° _______k. 51°, 39°________L 147° , 33°_______L 67° , 105°_______j. 18° , 72________m. 96° , 84°_______
Answer:
*****
→ 28°
→ 63°
→ 46°
*****
→ 70°
→ 21°
→ 83°
h. complementary
k. complementary
l. supplementary
l. supplementary
j. complementary
m. supplementary
Answer:
Find the complement of each angle
Complement of 62° = 28°
Complement of 27° = 63°
Complement of 44° = 46°
Find the supplement of each angle
Supplement of 110° = 70°
Supplement of 159° = 21°
Supplement of 97° = 83°
Tell whether each pair of angle are complementary, supplementary, or neither
H. Neither
K. Complementary
L. Supplementary
L. Neither
J. Complementary
K. Supplementary
3. Directions: Do as directedA. Find the complement and supplement of the given anglesComplementSupplement12636Ex. 541. 452. 62°3. 834. 12
Answer:
complement. supplement
1. 45°. 135°
2. 28°. 118°
3. 7°. 97°
4. 78°. 168°
4. what is the complement angle and supplement angle of 38°? What is the complement angle and supplement angle of 65°? What is the complement angle and supplement angle of (80+x)°?
what is the complement angle and supplement angle of 38°?
Complement angle: 52°
Supplement angle: 142°
What is the complement angle and supplement angle of 65°?Complement angle: 25°
Supplement angle: 114°
What is the complement angle and supplement angle of (80+x)°?The complement of (80+x)° is: (10-x)° (90° - (80+x)°).
The supplement of (80+x)° is : 100-x)° (180° - (80+x)°).
5. the supplement of an angle is thrice the measure of its complement find the angle
Step-by-step explanation:
Supplementary of an angle = 3 times its complementary angle. The complementary angle of x will be (90° - x°). ∴ Angle measured is 45°.
Answer:
Supplement = 180 - angle measure× + 2× = 1803 × = 180× - 60Angle = 60, supplement = 120Step by Step:correct me if I'm wrongYan lng po6. solve the following problems.1.The measuring of an angle 60°. What is the measure of its supplement?2. find the complement of an angle whose measuring is 14.5°.
Answer:
25. Angle.
Step-by-step explanation:
Beke nemen. Hearth. Lang po
7. Complete the table below by finding the supplement and complement of the following angles.AMICLCCOMPLEMENTSUPPLEMENT. 25°2. 87.5°
Answer:
Complement Supplement
1. 65° 155°
2. 2.5° 92.5
This is my explanation:Two angles are complementary if the sum of the measures of two angles are 90°. And each is called a Complement of the other.
Two angles are supplementary if the sum of the measures of 2 angles is 180°. And is called a Supplement by the other.
90°-25°= 65°
65°+25= 90°
180°-87.5= 92.5°
92.5°+87.5°= 180°
8. find the complement and supplement of the given angle 54°
Answer:
Complementary angle= 90-54 degrees
Complementary angle= 36 degrees
Supplementary angle=180-54 degrees
Supplementary angle= 126 degrees
9. Exercise 1rections. Find the supplement and complement of the following angles.AngleComplementSupplement----------------------------------------------Angle 1.)28°2.)34.5°3.)115°Complement1.2.3.Supplement1.2.3.
Answer:
Complement
1. 90°
2. 34.5°
3. -25°
Supplement
1. 62°
2. 145.5°
3. 65°
Step-by-step explanation:
Hopes it helps10. Activity 6: A. Find the complement and supplement of each angle below. 1.35° 2. 20° Complement Complement Supplement Supplement 3. 62° 4.55° Complement: Complement: Supplement Supplement 5.47° Complement: Supplement B. State whether the given pairs are complementary, supplementary, or congruent 1.75°, 105° 2. 65°, 65° 3.76, 14° 4.48°, 132 5. 19°, 71° He
Answer:
1. 55degree,145 degree
2. 70 degree, 160 degree
3. 28 degree, 118 degree
4. 35 degree, 125 degree
5. 43 degree, 133 degree
1. Supplementary
2. Congruent
3. Complementary
4. Supplementary
5. Complementary
11. Finding the complement and supplement of a given angle
Complementary angles have sum of 90 degrees.
Supplementary angles have sum of 180 degrees.
Example: Given an angle of 40 degrees.
Complementary of it is 50 degrees.
Supplementary is 140 degrees.
Another example an angle of 15 degrees.
Complementary angle is 75 degrees.
Supplementary angle is 165 degrees.
12. I. Find the complement andsupplement of each angle.Angle Complement Supplement15°50065°70°63.50
I hope it helps^_^
pa brainliest if it's help you...
13. find the measure of the supplement of an angle whose complement measures 65°A. 25°B. 45°C. 125° D. 155°
Answer:
D. 155 yan po ung sagot sana makatulong
Answer:
A. 25Step-by-step explanation:
What are Complementary Angles?Complementary angles are pair angles with a sum of 90 degrees. When two angles equal to 90°, they "complement" each other. Complement comes from the Latin completum, meaning "completed" because the right angle is viewed being a perfect angle.
Equationm∠A + m∠B = 90°
What are Supplementary Angles?Supplementary angles are two angles whose measures add up to 180 degrees. When the two angles add to 180°, we say they "supplement" each other. Supplement comes from Latin supplere, meaning to "supply" what is needed.
Equationm∠A + m∠B = 180°
Solving the ProblemTrial and ErrorTrial 1 (Choice B)
m∠A + m∠B = 90°65° + 45° = 110°m∠A + m∠B ≠ 90°Trial 2 (Choice C)
m∠A + m∠B = 90°65° + 125° = 190°m∠A + m∠B ≠ 90°Trial 3 (Choice D)
m∠A + m∠B = 90°65° + 155° = 220°m∠A + m∠B ≠ 90°Trial 4 (Choice A)
m∠A + m∠B = 90°65° + 25° = 90°m∠A + m∠B = 90°Final Answer25° is complementary to 65° and is the supplement of an angle. (Choice A)
Additional information:The angle described as supplementary to the complement of 65° is 155°.
For more information, click the links given below:
What are the meanings of supplementary angle and complementary angle?
https://brainly.ph/question/96268
I hope it helps! Thank you! ❤️
14. ACTIVITY 2: COMPLEMENTARYDirections: Find the complement of each angle.1. 62Complement of 62°=
Answer:
28°
Step-by-step explanation:
Because in complement we will use the formula
90°-n= the Complement
90°-62° = 28°
15. Find the supplement and complement of the following angles
Answer:
complement 1.90° 2.34.5° 3.-25° supplement 1.62° 2.145.5° 3.65°
16. 1. The measure of an angle is 60°. What is the measure of its supplement? 2. Find the complement of an angle whose measure is 14.50.show solution po :)
Answer:
1. 120°
2. 75.50°
Step-by-step explanation:
1. supplementary angles always add up to 180°, so to get the supplement angle, subtract the given angle to 180.
Let x be the missing supplement.
60° + x = 180°
x = 180° - 60°
x = 120°
2. while supplementary angles add up to 180°, complementary angles always add up to 90°. so to get the complementary angle, subtract the given angle to 90.
Let x be the missing complement.
14.50° + x = 90°
x = 90° - 14.50°
x = 75.50°
17. find the complement of each angle. 1. Complement of 53°- ______2. Complement of 78°- ______3. Complement of 19°- ______4.. Complement of 48°- ______5. Complement of 21° - ______6. Complement of 81° - ______7. Complement of 67°- ______8.Complement of 32°- ______9. Complement of 61° - ______10.Complement of 24°- ______Find the supplement of each angle. 1. Supplement of 40° - ______2. Supplement of 28° - ______3. Supplement of 75° - ______4. Supplement of 90° - ______5. Supplement of 50° - ______
Answer:
COMPLEMENT
1. 48°
2. 22°
3. 79°
4. 43°
5. 69°
6. 9°
7. 33°
8. 68°
9. 29°
10 66°
SUPPLEMENT
1. 140°
2. 152°
3. 105°
4. 90°
5. 130°
Explanation:
CORRECT MEPO IF I'M WRONG.
18. Math Answer the Questions below a) The complement of an angle whose measure is 10°. Find the measure of the angle. b) The supplement of an angle is twice the measure of an angle. Find the measure of the angle and its supplement. c) The supplement of an angle is 52°. Find the measure of the given angle. SHOW YOUR SOLUTION
Answer:
a. 80°
b. Angle= 60° ; Supplement = 120°
c. 128°
Step-by-step explanation:
a. A complementary angle is an angle that adds up to 90 degrees.
90°-10° = 80°
b. Supplement = 180 - angle measure. Supplementary angles add to 180 degrees.
So of the measure of the angle is x, the measure of its supplement is 2x.
x + 2x = 180
3x = 180
x = 60
Angle = 60, supplement = 120
c. Supplementary angles add up to 180 degrees.
180°- 52° = 128°
I hope it can help you
19. what is the measures of the complement and supplement of the angle whose degree measure is 71.04° ?
Problem:
What is the measures of the complement and supplement of the angle whose degree measure is 71.04° ?
Solution:ComplementComplementary angles give the sum = 90°.[tex]\sf\large{90° - 71.04}[/tex]
[tex]\sf\large{90° - 71.04 = 18.96}[/tex]» Therefore, the measure of complementary is 18.96°.
SupplementSupplementary angles give the sum of 180°.[tex]\sf\large{180° - 71.04}[/tex]
[tex]\sf\large{180° - 71.04 = 108.96}[/tex]» Therefore, the measure of supplementary is 108.96°
Answer:[tex]{\boxed{\sf{Complementary\:=\:18.96°}}}[/tex][tex]{\boxed{\sf{Supplementary\:=\:108.96°}}}[/tex]______________
[tex]\sf{{If\:you\: have\:any\: questions\:feel\:free\:to\:ask\:me.}}[/tex] [tex]\sf{{Have\:a\:nice\:and\:great\:day!}}[/tex]
[tex]\tt{{-\:MishSelenia\:-}}[/tex]#CarryOnLearning20. Find the complement and supplement of each angle
Answer:
1. 73°
complement: 17°
supplement: 107°
2. 41°
complement: 49°
supplement: 139°
3. 82°
complement: 8°
supplement: 98°
4. 30°
complement: 60°
supplement: 150°
5. 7°
complement: 83°
supplement: 173°
Explanation:
complement angle - add to 90°
supplement angle - add to 180°
[tex] \large\sf{Answer }[/tex]B. Find the complement and supplement of each angle.
[tex]\begin{gathered}\begin{gathered} \begin{array}{|c|c|c|} \hline \sf Angle & \sf Complement & \sf Supplement \\ \hline \tt 1.) \: \: 73 \degree \: & \tt 17 \degree & \tt 107 \degree \\ \hline \tt 2.) \: \: \: 41 \degree & \tt 49 \degree & \tt 139 \degree \\ \hline \tt 3.) \: 82 \degree & \tt 8 \degree & \tt98 \degree \\ \hline \tt 4.) \: \: \: 30 \degree & \tt60\degree & \tt 150 \degree \\ \hline \tt 5.) \: \: \: 7\degree & \tt 83 \degree & \tt 173 \degree \\ \hline \end{array}\end{gathered}\end{gathered} [/tex]
[tex] \large{ \sf{Solution}}[/tex][tex] \: \: \: \: \: \: \: \: \: \large{\underline{\sf{Complement}}}[/tex]
[tex] \sf{1) \: 73 \degree + x = 90 \degree} \\ \sf{x = 90 \degree - 73} \degree \\ \sf{x = 17 \degree}[/tex]
[tex] \sf{2) \: 41 \degree + 7 = 90 \degree} \\ \sf{x = 90 \degree - 41 \degree} \\ \sf{x = 49 \degree}[/tex]
[tex] \sf{3) \: 82 \degree + x= 90 \degree} \\ \sf{x = 90 \degree - 82} \\ \sf{x = 8}[/tex]
[tex] \sf{4) \: 30 \degree + x = 90 \degree} \\ \sf{x = 90 \degree - 30 \degree} \\ \sf{x = 60 \degree}[/tex]
[tex] \sf{5) \: 7 \degree + x = 90 \degree} \\ \sf{x = 90 \degree - 7} \\ \sf{x = 83}[/tex]
[tex] \: \: \: \: \: \: \: \: \: \large{\underline{\sf{Supplement}}}[/tex]
[tex] \sf{1) \: 73 \degree + x = 180 \degree} \\ \sf{x = 180 \degree - 73 \degree} \\ \sf{x = 107 \degree}[/tex]
[tex] \sf2) \: 41 \degree + x = 180 \degree \\ \sf x = 180 \degree - 41 \degree \\ \sf x = 139 \degree[/tex]
[tex] \sf{3) \: 82 \degree + x = 180 \degree} \\ \sf{x = 180 \degree - 82 \degree} \\ \sf{x = 98 \degree}[/tex]
[tex] \sf{4) \: 30 \degree + x = 180 \degree} \\ \sf{x = 180 \degree - 30 \degree} \\ \sf{x = 150 \degree}[/tex]
[tex] \sf{5) \: 7 \degree + x = 180 \degree} \\ \sf{x = 180 \degree - 7 \degree} \\ \sf{x = 173 \degree}[/tex]
21. A supplement of an angle is six times as large as its complement. Find the measurements of of the angle, supplement, complement. Solve and Explain how you did it.
Take note that supplementary angles is equal to 180 and complementary angles is equal to 90
Let 'x' be the angle
180-x =6(90-x)
180-x =540-6x
-x+6x = 540-180
5x = 360
x =72
180-72 = 108
90-72 = 18
Therefore the angle is 72
The supplement is 108
The complement is 18
22. what is the measures of the complement and supplement of the angle whose degree measure 2×-3 ?
Answer:
-1× po Ang sagot
Step-by-step explanation:
thanks me later
23. Activity 1 Identify the complement and supplement of the following angle measure. Angle Measures 35° 62° 81°. Complement SupplementPa sagot po ng matino plss plss plss
[tex]\bold{SOLUTION}:[/tex]
[tex]\begin{gathered}\begin{array}{l}\textsf{Given : Find the complementary and } \\ \textsf{supplemenatary of 35°.}\end{array}\end{gathered}[/tex]
[tex]\left|\begin{gathered}\begin{array}{l}\textsf{The complementary of 35° is the angle that when} \\ \textsf{ added to 35° forms a right angle 90° and the} \\ \textsf{ supplementary of 35° is the angle that when added} \\ \textsf{ to 35° forms a straight angle 180°.}\end{array}\end{gathered}\right|[/tex]
[tex]\begin{gathered}\begin{array}{l}\textsf{Given : Find the complementary and } \\ \textsf{supplemenatary of 62°.}\end{array}\end{gathered}[/tex]
[tex]\left|\begin{gathered}\begin{array}{l}\textsf{The complementary angle of 62° is 28 and the} \\ \textsf{supplement of 62° is the angle that when added } \\ \textsf{ to 62° forms a straight angle 180° and the }\\ \textsf {supplementary angle of 62° is 118°.}\end{array}\end{gathered}\right|[/tex]
[tex]\begin{gathered}\begin{array}{l}\textsf{Given : Find the complementary and } \\ \textsf{supplemenatary of 81°.}\end{array}\end{gathered}[/tex]
[tex]\left|\begin{gathered}\begin{array}{l}\textsf{The complementary angle of 81° is 9° and the} \\ \textsf{supplementary angles add to, 180 degrees is 81} \\ \textsf{ + x = 180.}\end{array}\end{gathered}\right|[/tex]
[tex]\bold{ANSWER}:[/tex][tex]\begin{gathered}\begin{gathered}\begin{array}{|c|c|c|c } \hline \tt \sf{Angle\:Measure}& \tt \sf{Complementary} & \tt \sf{Suplementary} \\ \hline \tt \sf {35°}&\tt \sf\blue{90 °}& \sf \blue{180°}\\ \hline \sf { 62 °}& \tt \sf \blue {28°} & \tt \sf \blue {118 °} \\ \hline \tt \sf {81°}&\tt \sf \blue{9 °}& \tt \sf \blue {180 °} \\ \hline \end{array}\end{gathered} \end{gathered}[/tex]
#CarryOnLearning
24. The supplement of an angle exceeds twice its complement by 40 degrees. Find the angle, its complement and its supplement.
Given: S-40°=2C.
Required: the measure of angle.
Formula to be used:
Eqn 1: S = 180°-x
Eqn 2: C = 90°-x
SOLUTION
Step 1 of 1
The sum of complementary angles is .
The sum of supplementary angles is .
Let the supplement be S = 180°-x
Let the compliment be C = 90°-x
According to question, S-40°=2C
Substituting, the values we will get,
The measure of angle is 40°.
25. Learning Task 1Directions: Do as directed.A. Find the complement and supplement of the given angles. complement supplementEx: 54° 36° 126°1. 452. 623. 8304. 12
Answer:
1. 45-complement
135 supplement
2. 28-complement
118 supplement
3. 7 complement
97 supplement
4. 78 complement
168 supplement
deserve a brailiest
26. find the complement or supplement of the following angles
Answer:
1. 47 °
Complementary= 43°
Supplementary= 133 °
2. 5°
Complementary= 85 °
Supplementary= 175 °
3. 107°
Supplementary= 73°
4. 34°
complementary= 56°
supplementary = 146°
5. 124 °
supplementary= 56°
Step-by-step explanation:
Complementary whose sum is 90°
Supplementary whose sum is 180°
27. The supplement of an angle exceeds twice its complement by 40 degrees. Find the angle, its complement and its supplement.
Answer:
please check the picture
Step-by-step explanation:
thank me later
28. 1. Find the measures of the complement and supplement of ZM.Write your answers on the cComplementSupplementlocea. LM = 80°b. LM = 62°T
Answer:
a. complement: 10°
supplement: 100°
b. complement: 28°
supplement: 118°
Explanation:
supplementary= 180°
complementary= 90°
29. Give the measures of the complement and supplement of the angle whose degree measure is 45°options;a. complement = 65°; supplement = 135°b. complement = 55°; supplement = 135°c. complement = 45°; supplement = 135°d. complement = 75°; supplement = 135°
The Answer is C.
The solution to get its complementary is:
90° - 45° = 45°
The solution to get its supplement is:
180° - 45° = 135°
30. The supplement of an angle is 4 times greater than its complement, find the measure of anglex, its supplement and complement
[tex]\sf\underline{Answer:}[/tex]
x=60
Step-by-step explanation:
HOPE IT HELPS
#CarryOnLearning
The supplement of an angle is 4 times greater than its complement, find the measure of angle x, its supplement and complement
Let,
x = the angle
y = the supplement of x
z = the complement of x
Properties:Supplementary Angles,
x + y = 180
y = 180 - x
Complementary Angles,
x + z = 90
z = 90 - x
Conditions:The supplement of an angle is 4 times greater than its complement,
y = 4zSo,
180 - x = 4 (90 -x)now solve for angle x,
180 - x = 4 (90 -x)
180 - x = 360 - 4x
4x - x = 360 - 180
3x = 180
x = 180/3
x = 60°
solve for Supplement y,
y = 180 - x
y = 180 - 60
y = 120°
solve for Complement z,
z = 90 - x
z = 90 - 60
z = 30°
Therefore the unknown angle x is 60° and its supplement is 120° and its complement is 30°
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