A charged drop (q = +2.0 x 10^-6 Coul) moving with velocity vi = 2.0 x 10^2 m/s in the positive x direction enters a region where there exists a uniform electric field with magnitude 1.0 x 10^2 N/C pointing in the positive y direction. The length of the region is L = 1.0 m and the mass of the drop is 2.0 x 10A-6 kg. %3D (a) Draw a sketch that describes the problem. On your sketch draw the approximate path that the drop follows until it exits the region. (b) Does the speed of the drop increase, decrease or remain the same as it exits? Please explain your reasoning without doing a calculation. (c) Calculate the y-deflection to two significant figures. Label this deflection on the figure. (d) Draw a neat vector that represents the change in velocity of the drop. I do not need the magnitude of this vector but the direction of this vector must be depicted accurately. The change in velocity is defined to be the AV = "vf -~vi.

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A charged drop (q = +2.0 × 10^-6 Coul) moving with velocity vi = 2.0 × 10^2 m/s in the positive x
direction enters a region where there exists a uniform electric field with magnitude 1.0 × 10^2 N/C
%3D
%3D
pointing in the positive y direction. The length of the region is L = 1.0 m and the mass of the drop is 2.0 x
10^-6 kg.
(a) Draw a sketch that describes the problem. On your sketch draw the approximate path that the drop
follows until it exits the region.
(b) Does the speed of the drop increase, decrease or remain the same as it exits? Please explain your
reasoning without doing a calculation.
(c) Calculate the y-deflection to two significant figures. Label this deflection on the figure.
(d) Draw a neat vector that represents the change in velocity of the drop. I do not need the magnitude
of this vector but the direction of this vector must be depicted accurately. The change in velocity is
defined to be the A^v = ^vf –~vi .
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Transcribed Image Text:80 G E Design Layout O on Document1 - Word P Search Gilmore, Tyler D GT Home Insert Draw References Mailings Review View Help 3 Share PCo A charged drop (q = +2.0 × 10^-6 Coul) moving with velocity vi = 2.0 × 10^2 m/s in the positive x direction enters a region where there exists a uniform electric field with magnitude 1.0 × 10^2 N/C %3D %3D pointing in the positive y direction. The length of the region is L = 1.0 m and the mass of the drop is 2.0 x 10^-6 kg. (a) Draw a sketch that describes the problem. On your sketch draw the approximate path that the drop follows until it exits the region. (b) Does the speed of the drop increase, decrease or remain the same as it exits? Please explain your reasoning without doing a calculation. (c) Calculate the y-deflection to two significant figures. Label this deflection on the figure. (d) Draw a neat vector that represents the change in velocity of the drop. I do not need the magnitude of this vector but the direction of this vector must be depicted accurately. The change in velocity is defined to be the A^v = ^vf –~vi . O Focus 175 words 10:04 PE 81% O BI 2/14/20 - Type here to search Prisc Insert F10 F11 F12 F8 F9 F6 F7 F3 F4 F5 F1 F2 & @ 23 24 6 17 8. 9. 2 3 4. P
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Since you have posted a question with four subparts, we will solve first three only as per our guideline. Please resubmit the question for the fourth part. 

 

Given:

q=2×10-6 Cvi=2.0×102 i^m/sE=1.0×102 y^ N/Cm=2.0×10-6 kgL=1.0 m

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