PPQ Corrections 2 Flashcards

(11 cards)

1
Q

Inconsistency

A

0 0 0 I x

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2
Q

Polar Form

A

r(cosθ+isinθ)

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3
Q

Cartesian Form

A

x+iy

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4
Q

argument

A

θ=tan-1(y/x)

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5
Q

modulus

A

r=√x^2+y^2

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6
Q

Counterexample proof

A

Prove that the opposite is true/false.

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7
Q

Anticlockwise matrix rotation

A

( 1 , 0 ) = ( cosθ -sinθ)
( 0 , 1 ) ( sinθ cosθ)

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8
Q

Clockwise matrix rotation

A

( 1 , 0 ) = ( cosθ sinθ)
( 0 , 1 ) ( -sinθ cosθ)

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9
Q

Special Common Forms

A

∫ Top of fraction derivative of bottom = ln If(x)I + c
∫ f’(x) . f(x) .dx = 1/2 (f(x))^2 + c

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10
Q

First Order Linear Differential Equations General Form

A

(dy/dx + P(x)y) e^∫P(x)dx = d/dx(ye^∫P(x)dx)

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11
Q

First Order Linear Differential Equations Steps

A
  1. Identify P(x) and integrate
  2. Find I.F (e^∫P(x)dx)
  3. Multiply both sides by I.F
  4. Make LHS d/dx(ye^∫P(x)dx)
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