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> restart:
> with(LinearAlgebra):assume(b, real);
> A:=<-6,b,2>;
:=A










-6
b~
2
> B:=<b,b^2,b>;
:=B










b~
b~2
b~
> eq1:=DotProduct(A,B);
:=eq1 − +4 b~ b~3
> solve(eq1=0,b);
, ,0 2 -2
> A1:=<3,-1,3>;
:=A1










3
-1
3
> B1:=<1,1,-1>;
:=B1










1
1
-1
> VectorAngle(A1,B1);
−π





arccos
19 3
57
> evalf(%);
1.703639943
> convert(%,degrees);
306.6551897 degrees
π
> evalf(%);
97.61137851 degrees
> A2:=<1,-2,3>;
:=A2










1
-2
3
> B2:=<1,-1,2>;
:=B2










1
-1
2
> VectorAngle(A2,B2);





arccos
3 14 6
28
> evalf(convert(%,degrees));
10.89339472 degrees
> A3:=<-1,2,0>;
:=A3










-1
2
0
> B3:=<1,0,-2>;
:=B3










1
0
-2
> C3:=<0,-2,2>;
:=C3










0
-2
2
> D3:=Add(A3,B3);
:=D3










0
2
-2
> T3:=Add(A3,-C3);
:=T3










-1
4
-2
> VectorAngle(D3,T3);





arccos
2 21
7
> evalf(convert(%,degrees));
22.20765430 degrees
> E3:=CrossProduct(A3,C3);
:=E3










4
2
2
> F3:=CrossProduct(B3,C3);
:=F3










-4
-2
-2
> Norm(E3,2);
2 6
> Eh:=E3/%;
:=Eh


























6
3
6
6
6
6
> thickness:=Volume/Area;
:=thickness
Volume
Area
> Area:=25.0;
:=Area 25.0
> Volume:=3.78*10^(-3);
:=Volume 0.003780000000
> thickness;
0.0001512000000
>

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Hw1 sol

  • 1. > restart: > with(LinearAlgebra):assume(b, real); > A:=<-6,b,2>; :=A           -6 b~ 2 > B:=<b,b^2,b>; :=B           b~ b~2 b~ > eq1:=DotProduct(A,B); :=eq1 − +4 b~ b~3 > solve(eq1=0,b); , ,0 2 -2 > A1:=<3,-1,3>; :=A1           3 -1 3 > B1:=<1,1,-1>; :=B1           1 1 -1 > VectorAngle(A1,B1); −π      arccos 19 3 57 > evalf(%); 1.703639943 > convert(%,degrees); 306.6551897 degrees π > evalf(%); 97.61137851 degrees > A2:=<1,-2,3>; :=A2           1 -2 3 > B2:=<1,-1,2>; :=B2           1 -1 2 > VectorAngle(A2,B2);      arccos 3 14 6 28
  • 2. > evalf(convert(%,degrees)); 10.89339472 degrees > A3:=<-1,2,0>; :=A3           -1 2 0 > B3:=<1,0,-2>; :=B3           1 0 -2 > C3:=<0,-2,2>; :=C3           0 -2 2 > D3:=Add(A3,B3); :=D3           0 2 -2 > T3:=Add(A3,-C3); :=T3           -1 4 -2 > VectorAngle(D3,T3);      arccos 2 21 7 > evalf(convert(%,degrees)); 22.20765430 degrees > E3:=CrossProduct(A3,C3); :=E3           4 2 2 > F3:=CrossProduct(B3,C3); :=F3           -4 -2 -2 > Norm(E3,2); 2 6 > Eh:=E3/%;