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Index8() (Type this onto the home screen entry line of your calculator)

- A & B vectors
- ||A|| Magnitude
- ||B|| Magnitude
- A – B
- A – B Magnitude
- A + B
- A + B Magnitude
- A + B + C
- A x B Cross Product
- B x A Cross Product
- A * B Dot Product
- B – A
- n * A
- n * A + n * B
- Area of parallelogram
- Component of A direction of B
- Cos( A & B)
- P & Q Points
- Projection of A on B
- Projection of B on A
- Unit vector A
- Unit vector B

- Acceleration
- Area of a Parallelogram
- Chain Rule
- dy/dx = f’[g(x)] * g’(x)
- dy/dx = f’(u) * u’

1) (5x²+7)^5

2) sin, cos, tan (5x)

- cos(a*x) integrate
- cos( A & B)
- Cross Product
- Curl
- Instructions
- Curl definition
- Do Curl Problem
- PQR
- Conservative?
- Divergence?
- Compute Curl at Point
- Compute Divergence at Point
- MNP
- Conservative?
- Divergence?
- Compute Curl at Point
- Compute Divergence at Point

- PQR

- Definite Integral
- b

= ∫ [ f(x) ]dx

a

A. Derivatives/Algebra (step by step)

- Match your Problem

1) √(x), 3√(x), 5/√(x), 5/x

2) 5/8x, 5/x², (5x)², 5x²/8

3) x(x+5), x^½, x^(-½)

4) (x²-4)/(x+2), (x²-4)/(x-2)

5) (5x²+7)^5, √(5x²+7), (5x²+7)½

6) ³√ (5x²+7), (5x²+7)¹/³

7) sin, cos, tan

- Difference Quotient
- Divergence of a Vector Field
- Partial Derivatives in (x,y,z)
- Vector Field (M,N,P)
- Compute at a Point?
- Dot Product
- e^(x) Integral
- Equation of a line y = mx+b
- Graph by Hand
- Concavity
- Critical Points
- Crosses x axis
- Inflection Point
- Intervals Incr/decr
- Local Max & Min
- Gradient
- Implicit Differentiation
- Example: y³+y²-5y-x² = -4

- Integrals/Algebra/Rewrite
- n / √ (x), (x²+n)^ ², (x³+n) / x²
- ³√ (x), n / x², n / ³√ (x)
- n / x*√ (x), 1 / x³
- Integrals, answer only
- Integration by parts

1. ln(x), e^x, sin(x), cos(x)

- Length of an Arc
- Limits
- Instructions
- Definition
- Do Limit
- Line Integral
- f(x,y,z) = f[x(t), y(t), z(t)]
- Linear Equations
- 3 variables
- ax+by+cz+d=0
- ln(x) Natural log
- log(x) Log to base(a)
- Mass of a Spring or Wire
- b

= ∫ [ ∂[(x(t),y(t),z(t)] * √( [x’(t) ²+y’(t) ²+z’(t) ²] dt

a

- P & Q Points
- Vector between P&Q
- Vector Length ||PQ||
- Unit Vector PQ / ||PQ||
- Unit Vector Opposite Direction
- Mid-Point P+Q/2
- Equation of a Sphere
- New P&Q Points
- Vectors A & B
- Parametric Equations
- Position Vectors
- Product Rule
- Projection of Vector A on B
- Quadratic Formula
- Quotient Rule

1) ( f [x] ) / ( g [x] )

- sin(a*x) integrate
- Speed
- Sphere

1) Equation

2) Radius

3) Center or Mid Point

- Surface Integral
- Tangent line to a curve
- Tangent plane to a surface
- Trig d/dx, Identities
- Trig & Half Angle Formulas & Identities

1) 1) 1+cos(2x)2, 1-cos(2x) / 1+cos(2x)

2) 1-cos(2x)/2, cos(2x), cos(x), cos²(x)

4) cot(x), csc(x), csc²(x), sec(x), sec²(x)

5) sin(2x), sin(x), sin²(x)

6) sin²(x) + cos²(x) = 1, tan(x), tan²(x)

- Unit Tangent Vector
- Vectors
- Velocity