I DO NOT have a specific question, my question here is
GENERAL
HOW TO DETERMINE IF A COMPOUND IS POLAR OR NONPOLAR?
I know how to figure about the number of valence electrons and I
KNOW how to draw lewis structure, but then I just mess every thing
up. I want to know how to determine if it's polar or not.
for example: sicl2f2, co2, xef2, xeo4 ... I KNOW how to draw the
lewis structure, but this I CANNOT...
A neutron star has a mass of 3.35 × 1030 kg (about the mass of
our sun) and a radius of 6.09 × 103 m. Suppose an object falls from
rest near the surface of such a star. How fast would it be moving
after it had fallen a distance of 0.013 m? (Assume that the
gravitational force is constant over the distance of the fall, and
that the star is not rotating.)
a) A mass of 400 kg is to be raised by the actuation of two
identical hydraulic cylinders with a piston diameter of 120 mm.
Calculate the required system pressure to just raise the
load.
(b) If the load is to be raised 600 mm in 10 seconds, what will be
the required flowrate (Q) in l min–1?
Python
I want to name my hero and my alien in my code how do I do that:
Keep in mind I don't want to change my code except to give the hero
and alien a name
import random
class Hero:
def __init__(self,ammo,health):
self.ammo=ammo
self.health=health
def blast(self):
print("The Hero
blasts an Alien!")
if
self.ammo>0:
self.ammo-=1
return True
else:
print("Oh no! Hero is out of ammo.")
return False
def...
A star of mass 7 × 1030 kg is located at <6 ×
1012, 3 × 1012, 0> m. A planet of mass 9 ×
1024 kg is located at <5 × 1012, 5 ×
1012, 0> m and is moving with a velocity of <0.9 ×
104, 1.5 × 104, 0> m/s.
a/ During a time interval of 1 × 106 seconds, what is
the change in the planet's velocity? (in xyz vector form)
b/ During this time interval...
A mass of 0.30 kg on the end of a spring oscillates with a
period of 0.45 s and an amplitude of 0.15 m . A) Find the velocity
when it passes the equilibrium point. B) Find the total energy of
the system. C) Find the spring constant. D) Find the maximum
acceleration of the mass.
Problem 3.29 A star of mass 8 × 1030 kg is located at <6 ×
1012, 2 × 1012, 0> m. A planet of mass 2 × 1024 kg is located at
<2 × 1012, 5 × 1012, 0> m and is moving with a velocity of
<0.6 × 104, 1.2 × 104, 0> m/s.
(a) During a time interval of 1 × 106 seconds, what is the
change in the planet's velocity?
(b) During this time interval of 1...
A neutron star is an astrophysical object having a mass of
roughly 2.8 × 1030 kg (about 1.4 times the mass of the
sun) but a radius of only about 12 km. If you were in a circular
orbit of radius 320 km (about 200 mi), how long would it take you
to go once around the star? Show all steps and give reasoning.