3 - Given a scalar field T = (x+3)y² sin(2z) and a vector field A= r*yi+ y?(z+5)k, calculate (3) %3D %3D the following (1) Gradient of T: VT (2) Divergence of Ã: ỹ · Ã (3) Curl of Ã: ỹ × Ã
3 - Given a scalar field T = (x+3)y² sin(2z) and a vector field A= r*yi+ y?(z+5)k, calculate (3) %3D %3D the following (1) Gradient of T: VT (2) Divergence of Ã: ỹ · Ã (3) Curl of Ã: ỹ × Ã
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![3 - Given a scalar field T = (x+3)y² sin(2z) and a vector field A = ryi + y?(z+5)k, calculate
the following
(1) Gradient of T: VT
(2) Divergence of A: ỹ · Ã
(3) Curl of Ã: 7 × Ã
(4) マ-(マ× A)
(5) V²Ã
(6) マ×(マxA)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F53d3d595-80ba-4195-9865-8e2b02db3a48%2F55ddfab6-5074-4d92-af9a-0a7a3d092f86%2Futw0yzv_processed.jpeg&w=3840&q=75)
Transcribed Image Text:3 - Given a scalar field T = (x+3)y² sin(2z) and a vector field A = ryi + y?(z+5)k, calculate
the following
(1) Gradient of T: VT
(2) Divergence of A: ỹ · Ã
(3) Curl of Ã: 7 × Ã
(4) マ-(マ× A)
(5) V²Ã
(6) マ×(マxA)
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