> # Put your name on this line > # Fix the errors > ;# put missing command before # > contourplot(sin(x)*sin(y),x=0..2*Pi,y=0..2*Pi); contourplot(sin(x) sin(y), x = 0 .. 2 Pi, y = 0 .. 2 Pi) > plot3d(x^3-3xy^2,x=-3..3,y=-3..3); Error, missing operator or `;` > plot3d(x*y,x=-3..-3,y=-3..3); Error, (in plot3d) ranges must be non-empty > contourplot(x^2+y,x=-1..1,y=-1..l);#hard typo to find > spacecurve([cos(t),sin(t)],t=0..5*Pi/4); Error, (in spacecurve) improper op or subscript selector > #pi,Pi,e,E,exp, > pi;evalf(pi); pi pi > Pi;evalf(Pi);evalf(Pi,50); Pi 3.141592654 3.1415926535897932384626433832795028841971693993751 > e;E;evalf(e);evalf(E); e E e E > exp(1);evalf(exp(1));evalf(exp(1),50); exp(1) 2.718281828 2.7182818284590452353602874713526624977572470937000 > #More errors to fix > plot(e^x,x=0..1); > plot(exp^x,x=0..1); > plot(cos(2*pi*x),x=0..2*Pi); > plot((4/5)(cos(x))+x,x=0..2*Pi); > # cute error, how was this done? > a:=2; a := 2 > a+a; #note the original answer has a 5 as an answer. 5 > a; 2 > # Is this an error? The plots look different > saddle1:=plot3d(x^2-y^2,x=-3..3,y=-3..3):saddle1; > saddle2:=implicitplot3d(z=x^2-y^2,x=-3..3,y=-3..3,z=-3..3):saddle2; > # show them together with display > f:=x^2+y^2; 2 2 f := x + y > plot3d(f,x=-1..1,y=-1..1); # no problem > g=x^2+y^2; 2 2 g = x + y > plot3d(g,x=-1..1,y=-1..1); Plotting error, empty plot > # never do f(x):= > h(z):=z^2; 2 h(z) := z > h(3); h(3) > h(x); h(x) > # don't assign to variables you are going to use > fp:=p^2+q^2; 2 2 fp := p + q > p:=7; p := 7 > plot3d(fp,p=-1..1,q=-1..1); Error, (in plot3d/expression) bad range arguments, 7 = -1 .. 1, q = -1 .. 1 > # this is undone by p:='p'; > solve({x+y=3,x-y=1},{x,y}); {y = 1, x = 2} > solve({x+y:=3,x-y=1},{x,y}); Error, `:=` unexpected > plot3d(sin(x+y),x=0..2*Pi,y:=0..2*Pi); Error, `:=` unexpected > plot3d(sin(x+y),x=0,,2*Pi,y=0..2*Pi); Error, `,` unexpected