Okay for F = M*A is A = F - M?
n0 , A= F/M
a = f/m not f - m
Can you tell me why
f/m
Proof pleaase
We divide m from both sides.
its algebra solve for a
If f = m*a, then dividing both sides by m will result into f/m = a
because m and a are in multiplication
So how come in C = A*p^2 + q you can minus A*P^2 to solve for q?
Subtract both sides by q. c - q = a*p^2 Now, subsitute a*p^2 with c - 2 because they are equal. c = (c - q) + q
c = (c - q) + q c = c - q + q c = c Proven..
because A*p^2 + q are in addition when transpose it at the left side it will change sign therefore you will get the value of q
c applies to all real numbers.
or tke the derivtive of the velocity
So let me get this straight, You can minus multiplication from both sides of an equation but if you want to isolate a variable like M*A in F=M*A You have to divide by a variable to isolate it?
YES!
Do the opposite to isolate.
The opposites are given below: Addition ----> Subtraction Division ----> Multiplication
I think I get it now, Thanks for your help guys
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