R = 230 m
v = 17 m/s
Formula: |Ac| = v^2 / r
Point A
|Ac| = v^2 / r = (17m/s)^2 / (230m) = 1.257 m/s^2
Components:
cos(25) = - [ x-component / |Ac| ] => x-component = -|Ac|*cos(25)
sin(25) = - [y-component / |Ac| ] => y-component = - |Ac|*sin(25)
x-component = - 1.256 * cos(25) m/s^2 = - 1.139 m/s^2
y-component = -1.256 * sin (25) m/s^2 = - 0.531 m/s^2
Point B
|Ac| = 1.256
x-component = - 1.256 cos(58) = - 0.666 m/s^2
y-component = + 1.256 sin(58) = + 1.065 m/s^2
Given that the certain type of spore colony having 50 spores
and a rate of growth of 3 times in 24 hour or one day period, it would grow to
(3 times 50) 150 spores at the end of the first day, (3 times 150) 450 in the 2nd
day, (3 times 450) 1350 in the third day, and (3 times 1350) 4050 spores at
the end of the fourth day.
Answer:
$23.87
Step-by-step explanation:
Start by finding out how much one book costs-
$20.46/6=3.41
Then find out how much seven books cost- 3.41 (7)=$23.87
X=36
you add 126 to 162 making it 288, then you minus 5 out of 13 making it 8. 288/8 =36
