PDF -Inductance Calculation Techniques --- Approximations and - calculator techniques 2

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## calculator techniques 2

### Inductance Calculation Techniques --- Approximations and

engineervincentpardopilien weebly uploads 2 Set calculator to equation mode MODE>5>1 for two variable equation Input the coefficients of a,b and constant c of the first equation 2 = 3 = 6 = Input the coefficients of a,b and constant c of the second equation

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engineervincentpardopilien weebly uploads 2 Set calculator to equation mode MODE>5>1 for two variable equation Input the coefficients of a,b and constant c of the first equation 2 = 3 = 6 = Input the coefficients of a,b and constant c of the second equation 3 = 5 = 2 = Press the = to get the value of x and press again to get the value of y And you will get the answer 5
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### Inductance Calculation Techniques --- Part II: Approximations

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• tor techniques 2

# Description

### SESSION 3 PART 1 Differential Calculus

• indeterminate D
• infinity

### Code: I-type lang ang equation Press CALC

? Wag po natin i-substitute as x=0 dahil magmaMATH error po yan

# Mag-isip po ng number na malapit sa 0

### For example 0

Then press '='

And you will get the answer

• indeterminate D

infinity Code: Same method lang po sa #1

napaisip ka ngayon kung paano infinity

#### Ano po ba ang infinity

? Ito ay isang malaking number

So press CALC

? infinity = 1000 or kahit anong malaking number basta wag lang magMAMATH error

And you will get the answer

2 Code:

Same method as #1

• 3 Code: Same method lang din sa #1

### Pero wag kalimutan na ilagay sa rad mode ang calcu

• 3 Code: Same method as #4

infinity Code: Same method lang din as #4

Palitan ang x ng malapit sa 1

• either 1

### Find the derivative of A

Code: This time I assume na marunong na ang lahat at pamilyar na kayo sa mga steps at function na ginagawa natin

# At maglagay ng value ng x

I preferred 5

### Set x=5 Makakakuha tayo ng answer

Then mula sa choices,

isubstitute lang ang 5 sa x at makakauha tayo ng sagot

Say A2 (answer #2) Kung A1 = A2 then tama ang napili niyo sa choices

### Find the derivative of y if A

Code: Same lang sa #7

### Find the derivative of y if A

• 1 + cos x D
• - cos x Code:

# Find the derivative of y if tan y = x

• sec x tan x C

Code: Ang technique lang lagi dito guys is that you must convert the equation into y into a function of x

That is,

## Then yun,

• same method na lang as #7

## Find the first derivative of y if A

### Kung hindi niyo alam ito,

basa muna kayo sa mga naunang example

### NOTE: Pag parehas ang sagot,

HUWAG GAMITIN ANG 1

#### USE 2 or 3

Find the second derivative of y if A

mano-mano ito since walang shortcut pag second derivative

# Sa board exam may ganyan

### So let's test kung marunong pa kayo sa mano-mano

#### Find the third derivative of y = x ln x

-1/(x^2) C

-1/(x^3) D

mano-mano ito since walang shortcut pag third derivative

### So let's test kung marunong pa kayo sa mano-mano

Find the derivative of y if A

change to function of x then use d/dx function

Kayo na bahala kung anong value ng x gusto niyo

# Actually same lang ito sa #7

Find the first derivative of y if A

• y / (x+y) B
• -y / (x+y) C
• y / (x+2y) D
• -y / (x+2y) Same lang sa #14

### Find the partial derivatives with respect to x of the function A

• xy-5y D
• 2xy Mag-iisip ka ng value ng y and then kapag dinirivative mo,
• equal siya dun sa value ng y

### For example,

Substitute 4 in the equation

The equation now becomes 16x-20+6 or 16x-14

Then use (d/dx)(16x-4)

## Ang x natin dito ay always 1

### So kung anong nakuha niyo answer diyan,

kailangan mag equal siya dun sa answer

### Letter B and tamang sagot kasi y = 4 and y^2 = 16

The function A

• is discontinous at
• 1,-2 Use d/dx function then x=x and press CALC

### Isubstitute ang lahat ng choices at kung saan nagerror,

Find the slope of the tangent line to the graph of the function at the point where x=3

# If y=4cos x + sin 2x,

what is the slope of the curve when x = 2 radians

• 21 same with #18

#### Find C so that the line y = 4x + 3 is tangent to the curve y = x^2 + C

• 7 Remember: m1=m2 (tangent/parallel) m1=
• -1/m2 (normal/perpendicular) And y=4x+3 should be tangent to y=x^2+C First,

get the first derivative or slope of y=4x+3

## Use d/dx with x=1,

• therefore the slope is 4

equate y' = y' (y=4x+3) = (y=x^2+C) 4 = 2x and x = 2

#### Therefore,

our pt is (2,11) Substitute this to Y = x^2 + C to get the value of C