A circle rolls on the onside of the circumference of a round clock in a 2-dimensional plane, they touch only at one point. The circle has an arrow pointing straight up when it's initially placed at the number 12 on the clock. The circle starts to roll clockwise along the circumference of the clock, and the arrow rotates as it rolls. Where is the circle (at what number on the clock) when the arrow first point straight up again?
2 mathematical questions
The interview questions are quite basic. After shortlisting the CV, the CGG staff will send an email that clearly outlines the role and provides essential details, which can be very helpful. The interview questions are based on the contents of that email and the accompanying presentation. I suggest following both the email and the presentation closely.
Interview 1, Q2: This one is hard to explain without a picture, and I can't seem to find it online. There are two lines with an 8-degree angle between them. Starting far down on one of the lines, a beam of light is shot to the other line, and it keeps bouncing back and forth toward the interior of the angle until a perpendicular angle is created. What is the maximum number of bounces possible?
Availability
We need bodies to fill the positions, can you be here? And
What is one goal you have not work related?
Do have a knowledge of using editing programs
what type of work are you experienced with in using photoshop? How would correct color in certain situations? How long should you spend on an image?
They just want to check how much you speak
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