matlabµÚÈýÕ´𰸠ÏÂÔØ±¾ÎÄ

µÚ1Ì⣺

´Ó¼üÅÌÊäÈëÒ»¸ö3λÊý£¬½«Ëü·´ÏòÊä³ö¡£ÈçÊäÈë639Êä³ö936. n1=fix(n/100); n2=rem(fix(n/10),10); n3=rem(n,10);

m=n3*100+n2*10+n1; disp(m)

ÇëÊäÈëÒ»¸öÈýλÊý:489 984 µÚ2Ìâ £º

ÊäÈëÒ»¸ö°Ù·ÖÖÆ³É¼¨£¬ÒªÇóÊä³ö³É¼¨µÈ¼¶A¡¢B¡¢C¡¢D¡¢E¡£ÆäÖÐ90~100·ÖΪA£¬80~89·ÖΪB¡¢70~79·ÖΪC¡¢60~69·ÖΪD£¬60·ÖÒÔÏÂΪE¡£ ÒªÇ󣺣¨1£©·Ö±ðÓÃifÓï¾äºÍswitchÓï¾äʵÏÖ¡£

£¨2£©ÊäÈë°Ù·ÖÖÆ³É¼¨ºóÒªÅжϳɼ¨µÄºÏÀíÐÔ£¬¶Ô²»ºÏÀíµÄ³É¼¨Ó¦Êä³ö´íÐÅÏ¢¡£

IfÓï¾ä£º

>> s=input('ÇëÊäÈë³É¼¨·ÖÊý:'); if s>=90&s<=100 disp('A'); elseif s>=80&s<=89 disp('B'); elseif s>=70&s<=79 disp('C'); elseif s>=60&s<=69 disp('D'); elseif s>=0&s<60 disp('E'); else

disp('false'); end ÇëÊäÈë³É¼¨·ÖÊý:89 B

SwitchÓï¾ä£º

>> s=input('ÇëÊäÈë³É¼¨·ÖÊý:'); switch fix(s/10) case {9,10} disp('A'); case {8}

disp('B'); case {7}

disp('C'); case {6}

disp('D'); case {5,4,3,2,1,0} disp('E');

otherwise

disp('false');

end

ÇëÊäÈë³É¼¨·ÖÊý:88 B µÚ3Ìâ

ÊäÈë20¸öÊý£¬ÇóÆäÖÐ×î´óÊýºÍ×îСÊý¡£ÒªÇó·Ö±ðÓÃÑ­»·½á¹¹ºÍµ÷ÓÃMATLABµÄmaxº¯Êý¡¢minº¯ÊýÀ´ÊµÏÖ¡£ 1Ñ­Ðò½á¹¹

A=[1 2 3 4 5 6 7 23 32 12 53 1 23 53 5 235 31 8888 33 3 21]; min=A(1); max=A(1); for i=1:19

if A(i+1)>max max=A(i+1); end

if A(i+1)

8888 min = 1

2µ÷ÓÃmatlabº¯Êý funtion f=max(A) f=A(1); for i=1:20;

m=A(i); %»¹¿ÉÓÃA=input('ENTER A:');

if m>f; f=m; end end end

funtion f=min(A) f=A(1);

for i=1:20; %»¹¿ÉÓÃA=input('ENTER A:'); m=A(i); if m

%»¹¿ÉÓÃA=input('ENTER A:'); f=m; end end end

A=input('ENTER A:'); a=max(A); b=min(A); a b

µÚ4Ìâ

e0.3a?e?0.3a0.3?asin(a?0.3)?lny=£¬µ±aÈ¡-3.0¡¢-2.9¡¢-2.8¡¢¡¢2.8¡¢2.9¡¢3.0ʱ£¬Çó¸÷

22µãµÄº¯ÊýÖµ¡£ÒªÇó·Ö±ðÓÃ˳Ðò½á¹¹ºÍÑ­»·½á¹¹ÊµÏÖ¡£

˳Ðò½á¹¹

a=-3.0:0.1:3.0;

y=(exp(0.3*a)-exp(-0.3*a))/2.*sin(a+0.3)+log((0.3+a)/2); y

Ñ­»·½á¹¹ a=-3.0;

while a<=3.0

y=(exp(0.3*a)-exp(-0.3*a))/2.*sin(a+0.3)+log((0.3+a)/2) a=a+0.1; end y

µÚ5Ìâ

µ±n·Ö±ðÈ¡100¡¢1000¡¢10000ʱ£¬ÇóÏÂÁи÷ʽµÄÖµ£º £¨1£©

Ñ­»·½á¹¹£º

n=input('ÇëÊäÈëÒ»¸öÊý:'); sum=0; for i=1:n

sum=sum+1/(i*i); end sum

ÏòÁ¿ÔËËã

n=input('ÇëÊäÈëÒ»¸öÊý:') a=1:1:n; b=1:1:n;

y=sum(1./(a.*b)); y

£¨2£©Ñ­»·½á¹¹

n=input('ÇëÊäÈëÒ»¸öÊý:') s=1; for i=1:n

s=s*(i+1)*(i+1)/(i*(i+2)); end s

ÏòÁ¿ÔËËã

n=input('ÇëÊäÈëÒ»¸öÊý:'); a=2:2:2*n; b=1:2:(2*n-1); c=3:2:(2*n+1); e=(a.*a)./(b.*c); y=e.*e; y

n=input('ÇëÊäÈëÒ»¸öÊý:'); y=1;

a=2:2:2*n; b=1:2:(2*n-1); c=3:2:(2*n+1);

y=prod((a.*a)./(b.*c)); y

µÚ6Ìâ

½¨Á¢5x6¾ØÕó£¬ÒªÇóÊä³ö¾ØÕóµÚnÐÐÔªËØ¡£µ±nÖµ³¬¹ý¾ØÕóµÄÐÐÊýʱ£¬×Ô¶¯×ªÎªÊä³ö¾ØÕó×îºóÒ»ÐÐÔªËØ£¬²¢¸ø³ö³ö´íÐÅÏ¢¡£

A=[1,2,3,4,5,6;2,3,4,5,6,7;3,4,5,6,7,8;4,5,6,7,8,9;5,6,7,8,9,0]; n=input('ÐèÒªÊä³ö¾ØÕóµÄÐÐÊý£º'); if n>0 & n<6 disp(A(n,:)); else

disp(A(5,:));disp('false!'); end

µÚ7Ìâ (1)

function f=factor(n) f=n+10*log(n^2+5); end

y=factor(40)/(factor(30)+factor(20)); (2)

function f=factor1(n) a=1:1:n;

b=2:1:(n+1); f=sum(a.*b); end

y=factor1(40)/(factor1(30)+factor1(20));

˼¿¼Ìâ

2(1)2.*N (2£©1/2.*N(3)1./N(4)1./(N.*N) 4.(1)Ñ­»·½á¹¹

n=input('ÇëÊäÈëÒ»¸öÊý:') y=0; for i=1:n

y=y+(-1)^(i-1)/(2*i-1); end y

ÏòÁ¿ÔËËã

n=input('ÇëÊäÈëÒ»¸öÊý:'); a=1:4:(4*n-3); b=-3:-4:-(4*n-1); y=sum(1./a+1./b); y

4£¨2£© Ñ­»·½á¹¹£º

n=input('ÇëÊäÈëÒ»¸öÊý:'); y=0; for i=1:n y=y+1/(4^i); end y

ÏòÁ¿ÔËË㣺

n=input('ÇëÊäÈëÒ»¸öÊý:'); a=1:1:n;

y=sum(1./(4.^a)); y