Whatever
Name the seventh planet from the sun
Uranus
y= 3x3-10x2+6x-5
y'=9x2-20x+6
The slope of the tangent line at any point of the curve
Derivative
limit when x approaches to 3 of: x4- 4x2 - 9
36
y= 3x+8
y'= 3
Career and COMPLETE name of the teacher.
Ing. Industrial y de Sistemas
Ana Rocío Espino Zubieta y Landa
y= ln (3x3+4x2-2x)
y'= (9x2+8x+2)/(3x3+4x2-2x)
To find the intervals where the function is increasing or decreasing you use...
The first derivative
Derivative of:
y= (3x+5)3
y'= 9(3x+5)2
Derivative of:
2x3=2y2+5
y'=6x2 / 4y
Which type of creepy crawly is Ronald Weasley most afraid of
Spiders
y= (2x2+6)(4x-2)
y'=24x2-8x+24
Is used in calculus to determine the local Maximum and/or the local Minimum Points.
Second Derivative
The derivative of f(x)=x is...
1
Second Derivative of:
y= 3x4+2x2-4x-18
y''= 36x2+4
Which blood group accepts the blood of any of the four groups?
AB
y= sin(3x) + cos(x2)
y'= 3cos(3x)- 2x sin(x2)
True or False:
A limit fails to exist when a function approaches a different value from the left side of c than it approaches from the right side of c.
Derivative of:
y= (2x+1)2
y'= 8x+4
Derivative of:
5x3=-3xy+2
y'=(-5x2-y) / x
Which player has scored the highest number of total goals in FIFA World Cup tournaments from 1930 to 2010?
Ronaldo of Brazil with 15 goals to his credit
y= ln(3x3-6) + e2x-5
y'= 9x2 / (3x3-6) + 2e2x-5
Rules applied in calculus to determine derivatives of exponential, logarithmic and trigonometric functions.
Trascendental Rules of Differentiation
Critical Values of:
2x3-3x2+3
x=0 , x=1
Interval where the function y= x3-3x+2 decreases