Casio fx-9750G PLUS Hesaplamalar Kılavuzu - Sayfa 10

Hesap Makinesi Casio fx-9750G PLUS için çevrimiçi göz atın veya pdf Hesaplamalar Kılavuzu indirin. Casio fx-9750G PLUS 13 sayfaları. Graphing calculator
Ayrıca Casio fx-9750G PLUS için: Ürün Kataloğu (16 sayfalar), İletişim Kılavuzu (13 sayfalar), Program Kılavuzu (18 sayfalar), Önce Bu Kılavuzu Okuyun (13 sayfalar), İşlev Kılavuzu (14 sayfalar), Grafik Kılavuzu (8 sayfalar), Grafik Kılavuzu (6 sayfalar), Grafik Kılavuzu (12 sayfalar), Grafik Kılavuzu (12 sayfalar), Grafik Kılavuzu (12 sayfalar), Grafik Kılavuzu (12 sayfalar), Grafik Kılavuzu (10 sayfalar), Hesaplamalar Kılavuzu (18 sayfalar), Hesaplamalar Kılavuzu (15 sayfalar), Karmaşık Sayılar Kılavuzu (6 sayfalar), Hesaplamalar Kılavuzu (6 sayfalar), Hesaplamalar Kılavuzu (20 sayfalar), Kullanıcı Kılavuzu (13 sayfalar)

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Solve Calculations

3. Input the values.

4. Press f to move the highlighting to V = 0.

5. Press 6 (SOLV) to obtain the solution.

Solve Calculations

The solution of the function is approximated using Newton's method.

u u u u u Newton's method

This method is based on the assumption

that

expression within a very narrow range.

First, a starting value (predicted value)

given. Using this starting value as a base,

approximate value

the left side and right side calculation

results are compared. Next, approximate

value

calculate the next approximate value

This procedure is repeated until the

difference between the left side and right

side calculated values is less than some

minute value.

108

bew(H=14)

aw(V=0)

cw(T=2)

j.iw (G=9.8)

• An error occurs if you input more than one equals sign.

• "Lft" and "Rgt" indicate the left and right sides that are calculated using the

approximate value. The closer the difference between these two values is to

zero, the greater the accuracy of the result.

f(x)

can be approximated by a linear

is obtained, and then

is used as the initial value to

• Solutions obtained using Newton's method may include errors.

• To check results, plug them into the original expression and perform the

calculation.

Equation

Solution