Two uniformely charged spheres are suspended by strings of length L from vertically adjustable supports. The spheres are in static equilibrium and at the same height, as shown below. The angles with respect to the vertical are Q=24.1°, and T=12.5°. The mass of Z can be less than that of X. ✓ The amount of charge on Z can be less than that on X. The amount of charge on Z can be equal to that on X. ✓ The charge on X can be negative and that on Z positive. The charge on X can be negative and that on Z negative. Submit Answer Incorrect. Tries 2/5 Previous Tries The tension in the string supporting sphere X is 2.31E-5 N. Calculate the tension in the other string. Submit Answer Tries 0/5

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Chapter1: Units, Trigonometry. And Vectors
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Two uniformely charged spheres are suspended by strings of length L from vertically adjustable supports. The spheres are in static equilibrium and at the same height, as shown below.
The angles with respect to the vertical are Q=24.1°, and T=12.5°.
The mass of Z can be less than that of X.
The amount of charge on Z can be less than that on X.
The amount of charge on Z can be equal to that on X.
The charge on X can be negative and that on Z positive.
The charge on X can be negative and that on Z negative.
Incorrect. Tries 2/5 Previous Tries
Submit Answer
The tension in the string supporting sphere X is 2.31E-5 N. Calculate the tension in the other string.
Submit Answer Tries 0/5
Transcribed Image Text:Two uniformely charged spheres are suspended by strings of length L from vertically adjustable supports. The spheres are in static equilibrium and at the same height, as shown below. The angles with respect to the vertical are Q=24.1°, and T=12.5°. The mass of Z can be less than that of X. The amount of charge on Z can be less than that on X. The amount of charge on Z can be equal to that on X. The charge on X can be negative and that on Z positive. The charge on X can be negative and that on Z negative. Incorrect. Tries 2/5 Previous Tries Submit Answer The tension in the string supporting sphere X is 2.31E-5 N. Calculate the tension in the other string. Submit Answer Tries 0/5
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