Recent content by Abtinnn
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Programs Physics and Neuroscience degree?
Wow thank you so much for your response. I really appreciate the time you put into helping me!- Abtinnn
- Post #9
- Forum: STEM Academic Advising
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Programs Physics and Neuroscience degree?
Thank you for your informative response. Would you be able to expand on what you said above a little bit? I would really appreciate that!- Abtinnn
- Post #6
- Forum: STEM Academic Advising
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High School Is temperature directly linked to movement?
Hey guys, I have been wondering about this for a long time, and I can't seem to reach a solid conclusion. If temperature of an object is related to the movement of its atoms, then is it true to say that a moving object have a higher temperature?- Abtinnn
- Thread
- Energy Movement Physics Temperature Thermodynamics
- Replies: 2
- Forum: Thermodynamics
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Programs Physics and Neuroscience degree?
Hello! I am currently in grade 12. I really like neuroscience and physics (more towards physics) and would like to pursue them in university. Would it be a good idea to do a physics and neuroscience double major or something? I'm thinking of really trying to combine the two, so that I do physics...- Abtinnn
- Thread
- Degree Neuroscience Physics Programs University
- Replies: 8
- Forum: STEM Academic Advising
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Is Im(A) Equal to Im(AV) for an Invertible Matrix V?
Thanks a lot! I really appreciate it :)- Abtinnn
- Post #7
- Forum: Calculus and Beyond Homework Help
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Is Im(A) Equal to Im(AV) for an Invertible Matrix V?
I believe I understand it! Could you please check if I've got it right? Assume y ∈ I am A then y = Ax = (AVV-1)x y = AV(V-1x) since V-1x ∈ Rn, then y ∈ im(AV) and im(A) ⊆ im(AV) Assume y ∈ I am AV then y = AVx = A(Vx) since Vx ∈ Rn, then y ∈ im(A) and im(AV) ⊆ im(A) Therefore im(A) =...- Abtinnn
- Post #5
- Forum: Calculus and Beyond Homework Help
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Is Im(A) Equal to Im(AV) for an Invertible Matrix V?
If A is mxn and y ∈ im(A), then y can be written as Ax, where x ∈ Rn. If y ∈ im(AV) then y can be written as (AV)x, where x ∈ Rn.- Abtinnn
- Post #3
- Forum: Calculus and Beyond Homework Help
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Is Im(A) Equal to Im(AV) for an Invertible Matrix V?
Homework Statement [/B] If A is an mxn matrix, show that for each invertible nxn matrix V, im(A) = im(AV) Homework Equations none The Attempt at a Solution I know that im(A) can also be written as the span of columns of A. I also know that AV = [Av1 Av2 ... Avn] so im(AV) is the span of...- Abtinnn
- Thread
- Image Linear algebra Space
- Replies: 7
- Forum: Calculus and Beyond Homework Help
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Graduate Calculating Rocket Energy in Satellite Orbit Problem
That's not what I originally meant. What you're saying is that the speed of the satellite is too low to stay at orbit at R, and because of that a rocket pointing away from Earth exerts an outward radial force on the satellite to keep it in orbit. What I meant is the exact opposite. The... -
Graduate Calculating Rocket Energy in Satellite Orbit Problem
Sorry I may have used the wrong wording. What I meant is that the satellite cannot orbit the Earth in a circular trajectory with that V and R, and because of that a rocket it helping it stay in an orbit by exerting a force directed towards the centre of the Earth. So the satellite is not... -
Graduate Calculating Rocket Energy in Satellite Orbit Problem
Oh alright. Thanks a lot! -
Graduate Calculating Rocket Energy in Satellite Orbit Problem
So you're saying that the rocket does no work on the satellite, but does work on the fuel by accelerating it? -
Graduate Calculating Rocket Energy in Satellite Orbit Problem
But the reaction force of that keeps the satellite in orbit, right? -
Graduate Calculating Rocket Energy in Satellite Orbit Problem
Assume that a satellite(mass m) is orbiting the Earth(mass M) at radius R and speed V (the orbit is circular). The satellite is in a position such that the force of gravity exerted on it by the planet is not enough to keep it in orbit. Therefore, the satellite has an engine, which always points... -
Undergrad How to Find the Basis of an Image
Thanks a lot! Is this method the same as the methods mentioned by the other members? I fail to see a similarity. If this is a different method, how many ways of finding an the basis of an image are there in total?- Abtinnn
- Post #7
- Forum: Linear and Abstract Algebra