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Applications for derivatives
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Applications for derivatives
1.
THE APCALC FLSH
CARDS:APPLICATIONS FOR DERIVATIVES CREATED BY GREG PRODUCED BY BEN PRESENTED BY DAN
2.
A LOCAL MAX
IS:
3.
WHERE THE DERIVATIVE
SIGN CHANGES FROM POSITIVE TO NEGATIVE
4.
A LOCAL MINIMUM
IS:
5.
WHERE THE DERIVATIVE
SIGN CHANGES FROM NEGATIVE TO POSITIVE
6.
A GRAPH IS
CONCAVE UP/DOWN WHEN:
7.
UP WHEN THE
SECOND DERIVATIVE IS POSITIVE DOWN WHEN THE SECOND DERIVATIVE IS NEGATIVE
8.
TO FIND A
POINT OF INFLECTION, YOU:
9.
FIND SECOND DERIVATIVE.
SET EQUAL TO ZERO AND SOLVE FOR CRITICAL VALUES. PLACE ON NUMBER LINE WITH POINTS WHERE ORIGINAL F(X) IS UNDEFINED. WHERE THERE ARE SIGN CHANGES, THERE IS A POINT OF INFLECTION.
10.
THE RELATIONSHIP BETWEEN
POSITION, VELOCITY AND ACCELERATION IS:
11.
POSITION = S(T)
VELOCITY = S’(T) OR V(T) ACCELERATION = S”(T) OR V’(T) OR A(T)
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