0
Want this question answered?
Be notified when an answer is posted
Add your answer:
Earn +20 pts
What are facts about right angles?
They all add up to a 180 degrees.
5 percent decrease from 180?
Okays lets tell facts 100% of 180 is of course 180 10% of 180 is 18 5% of 180 is half the answer for 10% so its 9 So if it asks us to decrease 180 by 5% The answer is 171 because 180-9 =171
What is the product of 180 and 180?
It is: 180*180 = 32,400
How much is 15 percent off of 180?
15% off of 180 = 15315% off of 180= 15% discount applied to 180= 180 - (15% * 180)= 180 - (0.15 * 180)= 180 - 27= 153
What is the LCM of 12 and 180?
LCM(12, 180) = 180
What are facts about right angles?
They all add up to a 180 degrees.
What are facts of the great pyramid?
it has 180 degrees, and is made of sandstone and built by the egyptians.
5 percent decrease from 180?
Okays lets tell facts 100% of 180 is of course 180 10% of 180 is 18 5% of 180 is half the answer for 10% so its 9 So if it asks us to decrease 180 by 5% The answer is 171 because 180-9 =171
What is 180 plus 180 plus 180 plus 180 plus 180 plus 180 plus 180 plus 180?
8 x 180 = 1,440
What is the product of 180 and 180?
It is: 180*180 = 32,400
What is 10 percent off of 180?
162= 180 - (10%/100% * 180)= 180 - (1/10 * 180)= 180 - (0.1 * 180)= 180 - 18= 162
What is 60 of 180?
60 of 180 = 60 x 180 = 10,80060% of 180 = 180 x 0.6 = 10860% off 180 = 180 x 0.4 = 7260 off 180 = 180 - 60 = 120
How much is 15 percent off of 180?
15% off of 180 = 15315% off of 180= 15% discount applied to 180= 180 - (15% * 180)= 180 - (0.15 * 180)= 180 - 27= 153
What is 180 percent of 180?
180 x 180% = 324
What is the LCM of 12 and 180?
LCM(12, 180) = 180
What is 180 add 180?
180 add 180 = 360
What angle is such that its supplement is equal to twice its complement increased by 65 degrees?
Supplementary angles add up to 180° Complementary angles add up to 90° Let the angle be θ; then form an equation from the known facts: 1) Supplement: 180° - θ 2) Complement: 90° - θ → twice complement is (90° - θ) × 2 → increased by 65° is (90° - θ) × 2 + 65° These two are equal, thus: 180° - θ = (90° - θ) × 2 + 65° → 180° - θ = 180° - 2θ + 65° → θ = 65° The angle is 65°.
