can you explain what happened step by step hyp- 0.4789 m-EA cos 180°O: (70 kN/C) (0.32 m x 0.1638 m) (-1)4: - 3.6688 KNmcO: EA cos 70°= (10KN/C) (0.4789 m x 0.32 m) (0.3420)KN m0= 3. 6688 /ctotal -3.6688 KNm/c + 3.668s N mcOtotalo kN m/c In the figure shown, the magnitude of the uniform electricfield is E = 70 kN/C . Calculate the electric flux through:32.0 cmA. The vertical rectangular surfaceB. The slanted surface70°C. The entire surface of the box45.0 cm*

given that , E=70KN/C(A)FLUX THROUGH VERTICAL RECTANGULAR SURFACEheight of the slope,…

In the figure shown, the magnitude of the uniform electric field is E = 70 kN/C . Calculate the electric flux through: %D 32.0 cm A. The vertical rectangular surface B. The slanted surface 70° C. The entire surface of the box 45.0 cm

In the figure shown, the magnitude of the uniform electric field is E = 70 kN/C . Calculate the electric flux through: %D 32.0 cm A. The vertical rectangular surface B. The slanted surface 70° C. The entire surface of the box 45.0 cm

College Physics

1st Edition

ISBN:9781938168000

Author:Paul Peter Urone, Roger Hinrichs

Publisher:Paul Peter Urone, Roger Hinrichs

Chapter1: Introduction: The Nature Of Science And Physics

Section: Chapter Questions

Problem 23PE: If a marathon runner averages 9.5 mi/h, how long does it take him or her to run a 26.22-mi marathon?

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Electric Charges and Fields

One of the fundamental properties is the electromagnetic property. Charge cannot be destroyed by any process and this contributes formally to the law of charge conservation.

Question

can you explain what happened step by step

hyp- 0.4789 m
-EA cos 180°
O: (70 kN/C) (0.32 m x 0.1638 m) (-1)
4: - 3.6688 KNmc
O: EA cos 70°
= (10KN/C) (0.4789 m x 0.32 m) (0.3420)
KN m
0= 3. 6688 /c
total -3.6688 KNm/c + 3.668s N mc
Ototal
o kN m/c

In the figure shown, the magnitude of the uniform electric
field is E = 70 kN/C . Calculate the electric flux through:
32.0 cm
A. The vertical rectangular surface
B. The slanted surface
70°
C. The entire surface of the box
45.0 cm*

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