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Find Vf at the given point. -1 f(x, y, z) = ex+y sin z + (y + 4) cos x, (0,0,1) f(0,0,5) = (³-4)i + (√3+)j +0.5k −4)i 2 2 f(0,0,1)=(³-4)i + (√³+) j - 0.5k 2 2 3 ○ ▼ƒ|(0,0,5) = ( √³ − 4) i + (√³+")j +0.7k 3 2 - ○ ▼ƒ|(0,0,5) = ( √³ − 4) i + (√5+#)j- j-0.4k 2 2 f(0,0,5) = (³-4) i – (√³+")j- j+0.8k 2 2 f(0,0,5) =(³+4)i + (√³+*)j + k 2

Find Vf at the given point. -1 f(x, y, z) = ex+y sin z + (y + 4) cos x, (0,0,1) f(0,0,5) = (³-4)i + (√3+)j +0.5k −4)i 2 2 f(0,0,1)=(³-4)i + (√³+) j - 0.5k 2 2 3 ○ ▼ƒ|(0,0,5) = ( √³ − 4) i + (√³+")j +0.7k 3 2 - ○ ▼ƒ|(0,0,5) = ( √³ − 4) i + (√5+#)j- j-0.4k 2 2 f(0,0,5) = (³-4) i – (√³+")j- j+0.8k 2 2 f(0,0,5) =(³+4)i + (√³+*)j + k 2

Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Find Vf at the given point. -1 f(x, y, z) = ex+y sin z + (y + 4) cos X, (0,0,5) ○ ▼ƒ|(0,0,5) = (√³ − 4)i + (√³+*)j +0.5k 2 2 ° Vf|(0,0,j)=(2−4)i+(Y3+r)j–0.5k (√³ − 4) i + (√³+)j + 0.7k √3+π 3 2 ▼ƒ(0,0,1) - ○ ▼ƒ|(0,0,5) = ( √³ − 4) i + ( √5+*) j – 0.4k 2 2 = ○ ▼ƒ|(0,0,5) = ( √³ − 4) i – (√³+) j + 0.8k 2 2 ○ ▼ƒ|(0,0,g) = (√³ + 4)i + (√³+7)j + zk 2 2
Transcribed Image Text:Find Vf at the given point. -1 f(x, y, z) = ex+y sin z + (y + 4) cos X, (0,0,5) ○ ▼ƒ|(0,0,5) = (√³ − 4)i + (√³+*)j +0.5k 2 2 ° Vf|(0,0,j)=(2−4)i+(Y3+r)j–0.5k (√³ − 4) i + (√³+)j + 0.7k √3+π 3 2 ▼ƒ(0,0,1) - ○ ▼ƒ|(0,0,5) = ( √³ − 4) i + ( √5+*) j – 0.4k 2 2 = ○ ▼ƒ|(0,0,5) = ( √³ − 4) i – (√³+) j + 0.8k 2 2 ○ ▼ƒ|(0,0,g) = (√³ + 4)i + (√³+7)j + zk 2 2
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