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Hi there,
this is more of a physics question, but maybe someone out there can help.
"A body (not a dead body i hope) hangs from a spring-balance which is suspended from the ceiling of a lift. What is the mass of the body if the balance registers a reading of 70N when the lift has an upward acceleration of 4m/s^2? (g=10m/s^2)"
This has been bugging me all day but i can't seem to get the right answer. If anyone could run me through it i'd be very happy!
Thanks, Jon.
Student: "What's a corollary?"
Lecturer: "What's a corollary? It's like when a theorem has a child. And names it corollary."
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As the lift is going upwards, this makes the body "heavier", and it is as if gravity is now 14ms-².
Force = mass x acceleration, and using the values we know this means that 70 = mass x 14.
This in turn means that the body weighs 70/14 = 5kg. As the values work out nicely like that, that's probably right.
Why did the vector cross the road?
It wanted to be normal.
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Okay, yeah, it makes sense when you put it like that. That is the right answer cos it's in the back of the book. I just couldn't understand why.
Thanks.
Student: "What's a corollary?"
Lecturer: "What's a corollary? It's like when a theorem has a child. And names it corollary."
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Refer to Newton's Laws and you will get a through.
X'(y-Xβ)=0
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