three charged particles are placed at the corners of an equilateral
triangle of side 1.20m. the charges are q1 =3.0 q2=-.85uc and q3=
-6.0uc. Calculate the magnitude and direction of the net force on
each s
ide due to the other two. assume the +x axis points to the right
that is from q2 to q3.
q2 to q3 is along x axis q1 is above it.
please show steps.
Three point charges are located on the corners of an equilateral
triangle 50cm side: The charge q_1 = + 10µC is at the origin, The
charge q_2 = + 9µC in the upper corner of the triangle, at charge
q_3 = -6 µC located at the x axis What is the value of the
potential energy of the system of the three charges?
Three point charges are located on the corners of an equilateral
triangle 50cm side: The charge q_1 = + 10µC is at the origin, The
charge q_2 = + 9µC in the upper corner of the triangle, at charge
q_3 = -6 µC located at the x axis.
What is the total force (magnitude and direction) exerted on
q_1
An equilateral triangle 7.0 m on a side has a m1 = 25.00 kg mass
at one corner, a m2 = 85.00 kg mass at another corner, and a m3 =
115.00 kg mass at the third corner. Find the magnitude and
direction of the net force acting on the 25.00 kg mass.
three charges are placed on the corners of an equilateral
triangle with side lenght L. calculate the force on the bootom
right charge. Record your answer as a vector in i,j,k. your answer
should be in term of k,L and Q
A space station consists of three modules, connected to form an
equilateral triangle of side length 82.0 m. Suppose 100 people,
with an average mass of 75.0 kg each, live in each capsule and the
mass of the modules is negligible compared to the mass of the
people. If everyone went to the top left module for a parade what
would be the change in position of (a) the center of mass of the
station and (b) top left module,...
The drawing shows an equilateral triangle, each side of which
has a length of 3.99 cm. Point charges are fixed to each corner, as
shown. The 4.00 C charge experiences a net force due to the charges
qA and qB. This net force points vertically downward and has a
magnitude of 305 N. Determine (a) charge qA, (b) charge qB.
Find the product from the multiplication table for the
symmetries of an equilateral triangle the new permutation notation
to verify each of the following:
A) R(240)R3 B) R3R(240) C) R1R3 D) R3R1