The sum of interior angles of a pentagon is given by:
(n-2)*180
where
n=number of sides
thus the sum of angles in a pentagon will be:
(5-2)*180
=540
hence to evaluate the missing angles we shall proceed as follows:
sum of the given angles is:
63+119+125+116
=423
thus the missing angle, x, will be:
x+423=540
x=540-423
x=117°
1_5,159 the space is 0 and look next to the space is 5 and rule is 5 or higher round up
4 or lower keep the same so the answer will be 110, 000 and also once you round every thing will turn in to a 0 except the number you are rounding and up
A Q1 is the minimum Q2 is mode I think and Q3 is the max
Answer:
3,200,000
Step-by-step explanation:
3,153,007 rounds up to 3,200,00 because the number in the ten thousandths place is above 5.
After 5 s, the particle traverses a path subtended by an angle of
(3π/4 rad/s) (5 s) = 15π/4 rad
Now, 15π/4 rad = 15/8 * 2π rad, so the arc has a length equal to 15/8 of the circumference of the path:
15/8 * 2π * (3 cm) = 45π/4 cm ≈ 35.3 cm