Hideki Matsuyama |
Tuesday, February 7, 2017
Monday, February 6, 2017
Factorization (因数分解): \(2x^2-3xy-2y^2+x+3y-1\)
Q:
\(2x^2-3xy-2y^2+x+3y-1\)
A:
\((2x+y-1)(x-2y+1)\)
ラベル:
Factorization,
因数分解,
数学A,
数学I
Factorization (因数分解): \(a^2+2bc-ab-4c^2\)
Q:
\(a^2+2bc-ab-4c^2\)
A:
\((-a+b-2c)(-a+2c)\)
\(a^2+2bc-ab-4c^2\)
A:
\((-a+b-2c)(-a+2c)\)
ラベル:
Factorization,
因数分解,
数学A,
数学I
Factorization (因数分解): \(6x^2-7x-5\)
Q:
\(6x^2-7x-5\)
A:
\((3x-5)(2x+1)\)
\(6x^2-7x-5\)
A:
\((3x-5)(2x+1)\)
ラベル:
Factorization,
因数分解,
数学A,
数学I
Factorization (因数分解): \(16x^2-9y^2\)
Q:
\(16x^2-9y^2\)
A:
\((4x+3y)(4x-3y)\)
\(16x^2-9y^2\)
A:
\((4x+3y)(4x-3y)\)
ラベル:
Factorization,
因数分解,
数学A,
数学I
Polynomial expansion (多項式の展開): \((x+1)(x+2)(x+3)(x+4)\)
Q:
\((x+1)(x+2)(x+3)(x+4)\)
A:
\(x^4+10x^3+35x^2+50x+24\)
Command:
$ gnuplot
Result:
G N U P L O T
Version 5.0 patchlevel 5 last modified 2016-10-02
Copyright (C) 1986-1993, 1998, 2004, 2007-2016
Thomas Williams, Colin Kelley and many others
gnuplot home: http://www.gnuplot.info
faq, bugs, etc: type "help FAQ"
immediate help: type "help" (plot window: hit 'h')
Terminal type set to 'x11'
Command:
gnuplot> set zeroaxis lw 1 lt -1
gnuplot> set xr[-5:5]
gnuplot> set yr[-2.4:3.2]
gnuplot> set xtics 1
gnuplot> set ytics 1
gnuplot> set terminal png
Terminal type set to 'png'
Result:
Options are 'nocrop enhanced size 640,480 font "arial,12" '
Command:
gnuplot> set output 'polynomial.png'
gnuplot> plot x**4+10*x**3+35*x**2+50*x+24 lw 3
Output file:
\((x+1)(x+2)(x+3)(x+4)\)
A:
\(x^4+10x^3+35x^2+50x+24\)
Command:
$ gnuplot
Result:
G N U P L O T
Version 5.0 patchlevel 5 last modified 2016-10-02
Copyright (C) 1986-1993, 1998, 2004, 2007-2016
Thomas Williams, Colin Kelley and many others
gnuplot home: http://www.gnuplot.info
faq, bugs, etc: type "help FAQ"
immediate help: type "help" (plot window: hit 'h')
Terminal type set to 'x11'
Command:
gnuplot> set zeroaxis lw 1 lt -1
gnuplot> set xr[-5:5]
gnuplot> set yr[-2.4:3.2]
gnuplot> set xtics 1
gnuplot> set ytics 1
gnuplot> set terminal png
Terminal type set to 'png'
Result:
Options are 'nocrop enhanced size 640,480 font "arial,12" '
Command:
gnuplot> set output 'polynomial.png'
gnuplot> plot x**4+10*x**3+35*x**2+50*x+24 lw 3
Output file:
ラベル:
gnuplot,
Polynomial expansion,
多項式の展開,
数学A,
数学I
Polynomial expansion (多項式の展開): \((x+2a-3)^2\)
Q:
\((x+2a-3)^2\)
A:
\(x^2+4ax-6x+4a^2-12a+9\)
\((x+2a-3)^2\)
A:
\(x^2+4ax-6x+4a^2-12a+9\)
ラベル:
Polynomial expansion,
多項式の展開,
数学A,
数学I
Polynomial expansion (多項式の展開):\((x-7+1)(x+y-1)\)
Q:
\((x-7+1)(x+7-1)\)
A:
\(x^2-y^2+2y-1\)
\((x-7+1)(x+7-1)\)
A:
\(x^2-y^2+2y-1\)
ラベル:
Polynomial expansion,
多項式の展開,
数学A,
数学I
Polynomial expansion (多項式の展開): \((2x+1)(3x+2)\)
Q:
\((2x+1)(3x+2)\)
A:
\(6x^2+7x+2\)
\((2x+1)(3x+2)\)
A:
\(6x^2+7x+2\)
ラベル:
Polynomial expansion,
多項式の展開,
数学A,
数学I
Sunday, February 5, 2017
Saturday, February 4, 2017
Subscribe to:
Posts (Atom)