Tutorials in Introductory Physics
Tutorials in Introductory Physics
1st Edition
ISBN: 9780130970695
Author: Peter S. Shaffer, Lillian C. McDermott
Publisher: Addison Wesley
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Chapter 14.2, Problem 2aT

(1)

To determine

The resulting graph of I-V with increase in the intensity of light.

(2)

To determine

The effect of intensity on the current of ammeter and the value of potential difference at which current is non-zero.

(3)

To determine

The consistency of answer in part 1 and 2.

(4)

To determine

The error in the statement.

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Hi! Please read everything first before answering. Read carefully as well because you might be confused.I asked this question already here in Bartleby but I have not received the exact answer The question is:Unpolarized light with intensity I₀ is incident on two polarizers as sketched in Figure B. Suppose the angle between the axes of the two polarizers is θ = 60°. What is the intensity of the transmitted light? EXPRESS YOUR ANSWER AS A FRACTION OF I₀. And I got the answer 0.125 I₀. The question says THE ANSWER SHOULD BE EXPRESSED AS A FRACTION OF I₀. The answer I got is decimal and i don't know how i will turn it to fraction. I am not sure if converting it to fraction is correct so I am seeking for your help. Please help me. What I just need is TO EXPRESS MY ANSWER AS A FRACTION OF I₀. Thank you!
Solve the following problems. Show your complete solutions legibly and concisely in the space below each item.
Please answer the question below. Show all of your work and each step. 1. Shown in yellow in the figure below is a region of the uniform magnetic field of width a=1.18 cm that is used to deflect a beam of accelerated electrons entering this region normally with speed v=11.6 × 106 m/s. After leaving the deflection region, electrons hit the screen, distance b=13.6 cm away, to produce an image. When the field is zero, the electrons would hit the screen in the center, at point O. With the field B=46.3 G, electrons hit the screen at point P, distance d above point O.   Find this displacement d caused by the magnetic deflection: d= _____ cm
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