In a right angle traingle ABC, angle ABC is 90 Degree, AB = 2 m, and angle ACB is 41.81 Degree. A point charge of 5*46 nC is placed at point C, point charge 4* 46 nC is placed at point A and point charge 1 C is placed in point B. Calculate the force on charge at B due to others two. Your Answer: Answer
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- Consider three point charges at the corners of a triangle, as shown in the figure, where q, = 5.50 x 10 C, q, = -1.60 x 10-° C, and q3 = 5.50 x 10-° C. Suppose a fourth charge, 94 = -9,, is placed so that the net force on q, is zero. What is the distance (in m) between q, and 94? F93 36.9° F1s sin (36.99 4.00 m 92 F13 cos (36.9°) 93 3.00 m 5.00 m 91ou Answered rrect Answer Three point charges are arranged as in the figure. Charge q₁ = 1.88 nC is at the origin, 92 = 4.37 nC is at №₂ = 78.6 µm, and q3 = -8.5 nC is at x3 = -90.3 um. Calculate the magnitude (in N) of the net electrostatic force on charge 91. X 29.58 L2 21.2867 margin of error +/- 1%help asap (not in scientific notation(
- Point charges q1 and q2 are held in place at the(x,y) coordinates specified below. Point P is apoint of interest, there is no charge at point P.Charge ?1 = +2.67 × 10−9 ? at (1, 1) meters.Charge ?2 = −1.00 × 10−9 ? at (5, 1) meters.Point P is at (5,00, 4.00) meters. Calculate the magnitude of the electric potential V at point P due to charges q1 and q2.i ob of doy Insw 1 Jud cento ni mo An 8 μC charge is separated from a 3 µC by 5 m. Find the location that a third charge must be placed such that it experiences no net electric force. Does the value of q matter? gioolov od tad es-or coaThe figure below shows four small beads, each with a positive charge, at the corners of a square. The length of each side of the square is a. The bead at top-right has a charge of q; the one at lower-left has a charge of 8.0q; the other two each have a charge of 6.0g. (Assume that the +x-axis is to the right and the +y-axis is up along the page.) a 6.09 а 8.0g 6.0g a (a) What is the magnitude of the force on the bead with charge q? Express your answer in terms of k, q, and a in symbolic form. ka [12.485] F = a? What is the magnitude of the force due to each charge? (Be careful with distances.) What is the direction of each force? Using trigonometry, can you find the x- and y-components of each force? After finding the x- and y-components of the net force, how can you use them to find the magnitude of the net force? (b) What is the direction of the force on the bead with charge q? (Enter your answer in degrees counterclockwise from the +x-axis.) 45 ° counterclockwise from the +x-axis
- Consider the figure with a symmetrical arrangement, in which la = 9b 48.55 μC, q. = qa = -8.55 µC, and q is positive. Using the symmetry of the arrangement, determine the direction of the force on charge q. down and right O right down up down and left up and left up and right left Calculate the magnitude of the force F on the charge q given that the square is 11.40 cm on a side and q 2.05 иС. F = NWhat is the angle between the electrostatic force on the charge at the origin and the pos- itive z-axis? Answer in degrees as an angle between -180° and 180° measured from the positive x-axis, with counterclockwise posi- tive. Answer in units of °.Two positive charges, each 4.18 µC, and a negative charge, -6.36 µC, are fixed at the vertices of an equilateral triangle. Calculate the length of the triangle side if the net electrostatic force on the negative charge is Fnet=29.6 N. Give your answer in SI units. Answer: Choose... +
- In the question above, charge q 2 is 2x10 -9C and charge q 1 has mass 0.23g. The separation r is 2.5cm, and the angle θ is 15.9 degrees. Find q 1(magnitude and sign, you don't need to enter a + for positive answers but you will need to enter a - if negative). Note: the answer for this question is very small and using scientific notation will help. This system uses E in place of x10 so for example to enter 3x10 -24 type 3E-24 in the answer box.The diagram below shows four charges at the corners of a square of sides d = 2.00 m. Here, q₁ q₂ = -9 and q₂ = 2.5g, where q = 1.70 nC and q3 is located at the origin. What is the force on the fourth charge q = 3.50 nC? Assume that the +x axis is directed to the right and the +y axis is directed up. Express your answer in vector form. Do not enter units in your expression. N 92 94 93 d 9,