Two vectors A ⃗ and B ⃗ are defined as A ⃗=ai ̂ and B ⃗=a(cos⁡ωt i ̂+sin⁡ωt j ̂), where a is a const

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If vectors A ⃗=cos⁡ωt i ̂+sin⁡〖ωt j ̂ 〗 and B ⃗=cos⁡〖ωt/2〗 i ̂+sin⁡〖ωt/2 j ̂ 〗 are functions of t If vectors A ⃗=cos⁡ωt i ̂+sin⁡〖ωt j ̂ 〗 and B ⃗=cos⁡〖ωt/2〗 i ̂+sin⁡〖ωt/2 j ̂ 〗 are functions of t
Two vector A and vector B are defined as  A = ai and  B = a(cosωti + sinωtj),  where a is a constant Two vector A and vector B are defined as  A = ai and  B = a(cosωti + sinωtj),  where a is a constant
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