Whatever
Derivatives
Things to remember (calculus)
Everything 1
Everything 2
100

Name the seventh planet from the sun

Uranus

100

y= 3x3-10x2+6x-5

y'=9x2-20x+6

100

The slope of the tangent line at any point of the curve

Derivative

100

limit when x approaches to 3 of:  x4- 4x- 9


36

100
Derivative of: 

y= 3x+8

y'= 3

200

Career and COMPLETE name of the teacher.

Ing. Industrial y de Sistemas

Valeria Argumedo Hinojosa

200

y= ln (3x3+4x2-2x)

y'= (9x2+8x+2)/(3x3+4x2-2x)

200

To find the intervals where the function is increasing or decreasing you use...

The first derivative

200

Derivative of:

y= (3x+5)3

y'= 9(3x+5)2

200

Integral of: 

2x3+6x+8

= (1/2)x4+3x2+8x

300

Which type of creepy crawly is Ronald Weasley most afraid of

Spiders

300

y= (2x2+6)(4x-2)

y'=24x2-8x+24

300

Is used in calculus to determine the local Maximum and/or the local Minimum Points.

Second Derivative

300

The derivative of f(x)=x is...

 1

300

Second Derivative of: 

y= 3x4+2x2-4x-18

y''= 36x2+4

400

Which blood group does one have to accept the blood of any of the four groups?

AB

400

y= sin(3x) + cos(x2)

y'= 3cos(3x)- 2x sin(x2)

400

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.

True 
400

Derivative of:

y= (2x+1)2

y'= 8x+4

400

Integral of: 

x6+2x4-3x-2+10

= x7/7 + 2x5/5 +3/x+10x

500

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

500

y= ln(3x3-6) + e2x-5

y'= 9x2 / (3x3-6) + 2e2x-5

500

Rules applied in calculus to determine derivatives of exponential, logarithmic and trigonometric functions.

 Trascendental Rules of Differentiation

500

Critical Values of:

2x3-3x2+3

x=0 , x=1

500

Interval where the function y= x3-3x+2 decreases

Decrease at (-1,1)