
Vector Problem |
Vector A: AX=3m; AY=0; AZ=0;
Vector B: BX=0; BY=4m; BZ=0;
C = A x B;
CX=? CY=? CZ=? |C| = ?
Vector A: AX=3m; AY=0; AZ=0;
Vector B: BX=0; BY=4m; BZ=0;
c = A ∙ B = ?
Vector A: AX=3m; AY=0; AZ=0;
Vector B: BX=0; BY=4m; BZ=0;
C = A + B;
CX=? CY=? CZ=? |C| = ?
Vector A: AX=3m; AY=0; AZ=0;
Vector B: BX=0; BY=4m; BZ=0;
C = A ‒ B;
CX=? CY=? CZ=? |C| = ?
Vector A: AX=0; AY=4m; AZ=0;
Vector B: BX=3m; BY=0; BZ=0;
C = A x B;
CX=? CY=? CZ=? |C| = ?
Vector A: AX=3m; AY=0; AZ=0;
Vector B: BX=4m; BY=0; BZ=0;
c = A ∙ B = ?
Vector A: AX=3m; AY=0; AZ=0;
Vector B: BX=4m; BY=4m; BZ=0;
What is the angle between vector A and vector B?
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