我想要一些website能給予/教how to set a programe into a calculater .
愈多愈好,thx!
mathmatics
2007-11-09 3:25 am
回答 (4)
2007-11-09 3:31 am
✔ 最佳答案
Objective: Finding x
Format:
Formula:
Axis of Symmetry (對稱軸):
Max/Min Value (最大/最小值):
Discriminant (判別式):
Solution for x:
CASIO fx - 3900 Pv
程式輸入 :
I.MODE 09.Kin 319.+/-29.Kout 139.Kout 1
II.*P110.Kin x 420.Kin x 430.=40.=
1.ENT 11.Kout 521.Kout 531.HLT41.Kin ÷ 5
2.Kin 1 12.÷22.x232.Kout 442.Kin ÷ 6
3.Kin 413.223.Kin + 433.HLT43.Kout 5
4.ENT14.÷24.Kout 434.√44.HLT
5.+/-15.Kout 125.+/-35.Kin + 545.Kout 6
6.Kin 516.=26.÷36.Kin - 646.HLT
7.Kin 617.HLT27.437.2III.MODE .
8.ENT 18.428.÷38.x
* 注意 :若想將程式存入P2 而非P1, 就將此部驟轉按P2
CASIO fx - 3650 P
程式輸入 :
I.MODE3 111.C23.÷35.SHIFT 3 447.D
II.*112.:24.436.(48.SHIFT 3 4
1.? 13.(-)25.A37.(-)49.(-)
2.-> 14.B26.SHIFT 3 438.B50.B
3.A15.÷27.B39.+51.÷
4.:16.228.x240.
52.A
5.? 17.A29.-41.X53.-
6.-> 18.SHIFT 3 430.442.)54.D
7.B19.C31.A43.÷55.->
8.:20.-32.C44.256.A
9.? 21.B33.->45.A57.MODE3 2
10.-> 22.x234.X46.->
* 注意 :若想將程式存入P2 而非P1, 就將此部驟轉按2
例子:
Solve the equation 2x2 + 13x + 15 = 0
題目輸入 :
1.P13.RUN5.RUN7.RUN
2.2 (value of a)4.13 (value of b)6.15 (value of c)
顯示答案 :
-3.25(axis of symmetry)press RUN
-6.125 (maximum/minimum value)press RUN
49(discriminant)press RUN
-1.5(root)press RUN
-5(another root)finished
重取答案 :
重取:按鍵:顯示:
DiscriminantKout 4/RCL X49
root Kout 5/RCL D- 1.5
another rootKout 6/RCL A- 5
CASIO fx - 3600 Pv
由於CASIO fx - 3600 Pv 只可存39個部驟， 所以輸入程式會有所不同。
程式輸入 :
I.MODE EXP6.ENT 1513.+/-20.√27.Kin ÷ 5
II.*P17.Kin 314.Kin 521.Kin + 528.Kin ÷ 6
1.ENT 28.Kin x 415.Kin 622.Kin - 629.Kout 5
2.Kin 1 9.416.x223.230.HLT
3.Kin 410.+/-17.Kin + 424.x31.Kout 6
4.ENT 1311.Kin x 418.Kout 425.Kout 1III.MODE ‧
5.Kin 212.Kout 219.HLT26.=
* 注意 :若想將程式存入P2 而非P1, 就將此部驟轉按P2
例子:
Solve the equation 2x2 + 13x + 15 = 0
題目輸入 :
1.P13.RUN5.RUN7.RUN
2.2 (value of a)4.13 (value of b)6.15 (value of c)
顯示答案 :
49(discriminant)press RUN
-1.5(root)press RUN
-5(another root)finished
重取答案 :
重取:按鍵:顯示:
discriminantKout 449
root Kout 5- 1.5
another rootKout 6- 5
CASIO fx – 50 F
已隨機儲存了Quadratic Equation (formula 1).
例子: Solve the equation 2x2 + 13x + 15 = 0
題目輸入 :
1.13.2 (value of a)5.13 (value of b)7.15 (value of c)
2.FMLA4.RUN6.RUN8.RUN
顯示答案 :
-1.5(root)press RUN
-5(another root)finished
重取答案 :
重取:按鍵:顯示:
discriminantKout 649
root Kout 4- 1.5
another rootKout -5- 5
參考: 自己
2007-11-24 3:07 am
以下的網址都很有幫助:
http://lpl.hkcampus.net/~lpl-wwk/
http://hk.geocities.com/kl_cheuk/
http://hk.geocities.com/casio_fifty/
http://www.ss.qesosa.edu.hk/classhomepage/7b/html/calculator.htm
http://lpl.hkcampus.net/~lpl-wwk/
http://hk.geocities.com/kl_cheuk/
http://hk.geocities.com/casio_fifty/
http://www.ss.qesosa.edu.hk/classhomepage/7b/html/calculator.htm
參考: the above websites
2007-11-09 3:53 am
Objective:
Finding x
Format:
Formula:
Axis of Symmetry (對稱軸):
Max/Min Value (最大/最小值):
Discriminant (判別式):
Solution for x:
CASIO fx - 3900 Pv
程式輸入 :
I.MODE 09.Kin 319.+/-29.Kout 139.Kout 1
II.*P110.Kin x 420.Kin x 430.=40.=
1.ENT 11.Kout 521.Kout 531.HLT41.Kin ÷ 5
2.Kin 1 12.÷22.x232.Kout 442.Kin ÷ 6
3.Kin 413.223.Kin + 433.HLT43.Kout 5
4.ENT14.÷24.Kout 434.√44.HLT
5.+/-15.Kout 125.+/-35.Kin + 545.Kout 6
6.Kin 516.=26.÷36.Kin - 646.HLT
7.Kin 617.HLT27.437.2III.MODE .
8.ENT 18.428.÷38.x
* 注意 :若想將程式存入P2 而非P1, 就將此部驟轉按P2
CASIO fx - 3650 P
程式輸入 :
I.MODE3 111.C23.÷35.SHIFT 3 447.D
II.*112.:24.436.(48.SHIFT 3 4
1.? 13.(-)25.A37.(-)49.(-)
2.-> 14.B26.SHIFT 3 438.B50.B
3.A15.÷27.B39.+51.÷
4.:16.228.x240.
52.A
5.? 17.A29.-41.X53.-
6.-> 18.SHIFT 3 430.442.)54.D
7.B19.C31.A43.÷55.->
8.:20.-32.C44.256.A
9.? 21.B33.->45.A57.MODE3 2
10.-> 22.x234.X46.->
* 注意 :若想將程式存入P2 而非P1, 就將此部驟轉按2
例子:
Solve the equation 2x2 + 13x + 15 = 0
題目輸入 :
1.P13.RUN5.RUN7.RUN
2.2 (value of a)4.13 (value of b)6.15 (value of c)
顯示答案 :
-3.25(axis of symmetry)press RUN
-6.125 (maximum/minimum value)press RUN
49(discriminant)press RUN
-1.5(root)press RUN
-5(another root)finished
重取答案 :
重取:按鍵:顯示:
DiscriminantKout 4/RCL X49
root Kout 5/RCL D- 1.5
another rootKout 6/RCL A- 5
CASIO fx - 3600 Pv
由於CASIO fx - 3600 Pv 只可存39個部驟， 所以輸入程式會有所不同。
程式輸入 :
I.MODE EXP6.ENT 1513.+/-20.√27.Kin ÷ 5
II.*P17.Kin 314.Kin 521.Kin + 528.Kin ÷ 6
1.ENT 28.Kin x 415.Kin 622.Kin - 629.Kout 5
2.Kin 1 9.416.x223.230.HLT
3.Kin 410.+/-17.Kin + 424.x31.Kout 6
4.ENT 1311.Kin x 418.Kout 425.Kout 1III.MODE ‧
5.Kin 212.Kout 219.HLT26.=
* 注意 :若想將程式存入P2 而非P1, 就將此部驟轉按P2
例子:
Solve the equation 2x2 + 13x + 15 = 0
題目輸入 :
1.P13.RUN5.RUN7.RUN
2.2 (value of a)4.13 (value of b)6.15 (value of c)
顯示答案 :
49(discriminant)press RUN
-1.5(root)press RUN
-5(another root)finished
重取答案 :
重取:按鍵:顯示:
discriminantKout 449
root Kout 5- 1.5
another rootKout 6- 5
CASIO fx – 50 F
已隨機儲存了Quadratic Equation (formula 1).
例子: Solve the equation 2x2 + 13x + 15 = 0
題目輸入 :
1.13.2 (value of a)5.13 (value of b)7.15 (value of c)
2.FMLA4.RUN6.RUN8.RUN
顯示答案 :
-1.5(root)press RUN
-5(another root)finished
重取答案 :
重取:按鍵:顯示:
discriminantKout 649
root Kout 4- 1.5
another rootKout -5- 5
Finding x
Format:
Formula:
Axis of Symmetry (對稱軸):
Max/Min Value (最大/最小值):
Discriminant (判別式):
Solution for x:
CASIO fx - 3900 Pv
程式輸入 :
I.MODE 09.Kin 319.+/-29.Kout 139.Kout 1
II.*P110.Kin x 420.Kin x 430.=40.=
1.ENT 11.Kout 521.Kout 531.HLT41.Kin ÷ 5
2.Kin 1 12.÷22.x232.Kout 442.Kin ÷ 6
3.Kin 413.223.Kin + 433.HLT43.Kout 5
4.ENT14.÷24.Kout 434.√44.HLT
5.+/-15.Kout 125.+/-35.Kin + 545.Kout 6
6.Kin 516.=26.÷36.Kin - 646.HLT
7.Kin 617.HLT27.437.2III.MODE .
8.ENT 18.428.÷38.x
* 注意 :若想將程式存入P2 而非P1, 就將此部驟轉按P2
CASIO fx - 3650 P
程式輸入 :
I.MODE3 111.C23.÷35.SHIFT 3 447.D
II.*112.:24.436.(48.SHIFT 3 4
1.? 13.(-)25.A37.(-)49.(-)
2.-> 14.B26.SHIFT 3 438.B50.B
3.A15.÷27.B39.+51.÷
4.:16.228.x240.
52.A
5.? 17.A29.-41.X53.-
6.-> 18.SHIFT 3 430.442.)54.D
7.B19.C31.A43.÷55.->
8.:20.-32.C44.256.A
9.? 21.B33.->45.A57.MODE3 2
10.-> 22.x234.X46.->
* 注意 :若想將程式存入P2 而非P1, 就將此部驟轉按2
例子:
Solve the equation 2x2 + 13x + 15 = 0
題目輸入 :
1.P13.RUN5.RUN7.RUN
2.2 (value of a)4.13 (value of b)6.15 (value of c)
顯示答案 :
-3.25(axis of symmetry)press RUN
-6.125 (maximum/minimum value)press RUN
49(discriminant)press RUN
-1.5(root)press RUN
-5(another root)finished
重取答案 :
重取:按鍵:顯示:
DiscriminantKout 4/RCL X49
root Kout 5/RCL D- 1.5
another rootKout 6/RCL A- 5
CASIO fx - 3600 Pv
由於CASIO fx - 3600 Pv 只可存39個部驟， 所以輸入程式會有所不同。
程式輸入 :
I.MODE EXP6.ENT 1513.+/-20.√27.Kin ÷ 5
II.*P17.Kin 314.Kin 521.Kin + 528.Kin ÷ 6
1.ENT 28.Kin x 415.Kin 622.Kin - 629.Kout 5
2.Kin 1 9.416.x223.230.HLT
3.Kin 410.+/-17.Kin + 424.x31.Kout 6
4.ENT 1311.Kin x 418.Kout 425.Kout 1III.MODE ‧
5.Kin 212.Kout 219.HLT26.=
* 注意 :若想將程式存入P2 而非P1, 就將此部驟轉按P2
例子:
Solve the equation 2x2 + 13x + 15 = 0
題目輸入 :
1.P13.RUN5.RUN7.RUN
2.2 (value of a)4.13 (value of b)6.15 (value of c)
顯示答案 :
49(discriminant)press RUN
-1.5(root)press RUN
-5(another root)finished
重取答案 :
重取:按鍵:顯示:
discriminantKout 449
root Kout 5- 1.5
another rootKout 6- 5
CASIO fx – 50 F
已隨機儲存了Quadratic Equation (formula 1).
例子: Solve the equation 2x2 + 13x + 15 = 0
題目輸入 :
1.13.2 (value of a)5.13 (value of b)7.15 (value of c)
2.FMLA4.RUN6.RUN8.RUN
顯示答案 :
-1.5(root)press RUN
-5(another root)finished
重取答案 :
重取:按鍵:顯示:
discriminantKout 649
root Kout 4- 1.5
another rootKout -5- 5
參考: 別人
2007-11-09 3:33 am
Objective:
Finding x
Format:
Formula:
Axis of Symmetry (對稱軸):
Max/Min Value (最大/最小值):
Discriminant (判別式):
Solution for x:
CASIO fx - 3900 Pv
程式輸入 :
I.MODE 09.Kin 319.+/-29.Kout 139.Kout 1
II.*P110.Kin x 420.Kin x 430.=40.=
1.ENT 11.Kout 521.Kout 531.HLT41.Kin ÷ 5
2.Kin 1 12.÷22.x232.Kout 442.Kin ÷ 6
3.Kin 413.223.Kin + 433.HLT43.Kout 5
4.ENT14.÷24.Kout 434.√44.HLT
5.+/-15.Kout 125.+/-35.Kin + 545.Kout 6
6.Kin 516.=26.÷36.Kin - 646.HLT
7.Kin 617.HLT27.437.2III.MODE .
8.ENT 18.428.÷38.x
* 注意 :若想將程式存入P2 而非P1, 就將此部驟轉按P2
CASIO fx - 3650 P
程式輸入 :
I.MODE3 111.C23.÷35.SHIFT 3 447.D
II.*112.:24.436.(48.SHIFT 3 4
1.? 13.(-)25.A37.(-)49.(-)
2.-> 14.B26.SHIFT 3 438.B50.B
3.A15.÷27.B39.+51.÷
4.:16.228.x240.
52.A
5.? 17.A29.-41.X53.-
6.-> 18.SHIFT 3 430.442.)54.D
7.B19.C31.A43.÷55.->
8.:20.-32.C44.256.A
9.? 21.B33.->45.A57.MODE3 2
10.-> 22.x234.X46.->
* 注意 :若想將程式存入P2 而非P1, 就將此部驟轉按2
例子:
Solve the equation 2x2 + 13x + 15 = 0
題目輸入 :
1.P13.RUN5.RUN7.RUN
2.2 (value of a)4.13 (value of b)6.15 (value of c)
顯示答案 :
-3.25(axis of symmetry)press RUN
-6.125 (maximum/minimum value)press RUN
49(discriminant)press RUN
-1.5(root)press RUN
-5(another root)finished
重取答案 :
重取:按鍵:顯示:
DiscriminantKout 4/RCL X49
root Kout 5/RCL D- 1.5
another rootKout 6/RCL A- 5
CASIO fx - 3600 Pv
由於CASIO fx - 3600 Pv 只可存39個部驟， 所以輸入程式會有所不同。
程式輸入 :
I.MODE EXP6.ENT 1513.+/-20.√27.Kin ÷ 5
II.*P17.Kin 314.Kin 521.Kin + 528.Kin ÷ 6
1.ENT 28.Kin x 415.Kin 622.Kin - 629.Kout 5
2.Kin 1 9.416.x223.230.HLT
3.Kin 410.+/-17.Kin + 424.x31.Kout 6
4.ENT 1311.Kin x 418.Kout 425.Kout 1III.MODE ‧
5.Kin 212.Kout 219.HLT26.=
* 注意 :若想將程式存入P2 而非P1, 就將此部驟轉按P2
例子:
Solve the equation 2x2 + 13x + 15 = 0
題目輸入 :
1.P13.RUN5.RUN7.RUN
2.2 (value of a)4.13 (value of b)6.15 (value of c)
顯示答案 :
49(discriminant)press RUN
-1.5(root)press RUN
-5(another root)finished
重取答案 :
重取:按鍵:顯示:
discriminantKout 449
root Kout 5- 1.5
another rootKout 6- 5
CASIO fx – 50 F
已隨機儲存了Quadratic Equation (formula 1).
例子: Solve the equation 2x2 + 13x + 15 = 0
題目輸入 :
1.13.2 (value of a)5.13 (value of b)7.15 (value of c)
2.FMLA4.RUN6.RUN8.RUN
顯示答案 :
-1.5(root)press RUN
-5(another root)finished
重取答案 :
重取:按鍵:顯示:
discriminantKout 649
root Kout 4- 1.5
another rootKout -5- 5
Finding x
Format:
Formula:
Axis of Symmetry (對稱軸):
Max/Min Value (最大/最小值):
Discriminant (判別式):
Solution for x:
CASIO fx - 3900 Pv
程式輸入 :
I.MODE 09.Kin 319.+/-29.Kout 139.Kout 1
II.*P110.Kin x 420.Kin x 430.=40.=
1.ENT 11.Kout 521.Kout 531.HLT41.Kin ÷ 5
2.Kin 1 12.÷22.x232.Kout 442.Kin ÷ 6
3.Kin 413.223.Kin + 433.HLT43.Kout 5
4.ENT14.÷24.Kout 434.√44.HLT
5.+/-15.Kout 125.+/-35.Kin + 545.Kout 6
6.Kin 516.=26.÷36.Kin - 646.HLT
7.Kin 617.HLT27.437.2III.MODE .
8.ENT 18.428.÷38.x
* 注意 :若想將程式存入P2 而非P1, 就將此部驟轉按P2
CASIO fx - 3650 P
程式輸入 :
I.MODE3 111.C23.÷35.SHIFT 3 447.D
II.*112.:24.436.(48.SHIFT 3 4
1.? 13.(-)25.A37.(-)49.(-)
2.-> 14.B26.SHIFT 3 438.B50.B
3.A15.÷27.B39.+51.÷
4.:16.228.x240.
52.A
5.? 17.A29.-41.X53.-
6.-> 18.SHIFT 3 430.442.)54.D
7.B19.C31.A43.÷55.->
8.:20.-32.C44.256.A
9.? 21.B33.->45.A57.MODE3 2
10.-> 22.x234.X46.->
* 注意 :若想將程式存入P2 而非P1, 就將此部驟轉按2
例子:
Solve the equation 2x2 + 13x + 15 = 0
題目輸入 :
1.P13.RUN5.RUN7.RUN
2.2 (value of a)4.13 (value of b)6.15 (value of c)
顯示答案 :
-3.25(axis of symmetry)press RUN
-6.125 (maximum/minimum value)press RUN
49(discriminant)press RUN
-1.5(root)press RUN
-5(another root)finished
重取答案 :
重取:按鍵:顯示:
DiscriminantKout 4/RCL X49
root Kout 5/RCL D- 1.5
another rootKout 6/RCL A- 5
CASIO fx - 3600 Pv
由於CASIO fx - 3600 Pv 只可存39個部驟， 所以輸入程式會有所不同。
程式輸入 :
I.MODE EXP6.ENT 1513.+/-20.√27.Kin ÷ 5
II.*P17.Kin 314.Kin 521.Kin + 528.Kin ÷ 6
1.ENT 28.Kin x 415.Kin 622.Kin - 629.Kout 5
2.Kin 1 9.416.x223.230.HLT
3.Kin 410.+/-17.Kin + 424.x31.Kout 6
4.ENT 1311.Kin x 418.Kout 425.Kout 1III.MODE ‧
5.Kin 212.Kout 219.HLT26.=
* 注意 :若想將程式存入P2 而非P1, 就將此部驟轉按P2
例子:
Solve the equation 2x2 + 13x + 15 = 0
題目輸入 :
1.P13.RUN5.RUN7.RUN
2.2 (value of a)4.13 (value of b)6.15 (value of c)
顯示答案 :
49(discriminant)press RUN
-1.5(root)press RUN
-5(another root)finished
重取答案 :
重取:按鍵:顯示:
discriminantKout 449
root Kout 5- 1.5
another rootKout 6- 5
CASIO fx – 50 F
已隨機儲存了Quadratic Equation (formula 1).
例子: Solve the equation 2x2 + 13x + 15 = 0
題目輸入 :
1.13.2 (value of a)5.13 (value of b)7.15 (value of c)
2.FMLA4.RUN6.RUN8.RUN
顯示答案 :
-1.5(root)press RUN
-5(another root)finished
重取答案 :
重取:按鍵:顯示:
discriminantKout 649
root Kout 4- 1.5
another rootKout -5- 5
參考: 別人
收錄日期: 2021-04-13 21:23:49
原文連結 [永久失效]:
https://hk.answers.yahoo.com/question/index?qid=20071108000051KK02880