What is the weight w₁ of the Newton-Cotes formula with nodes O a. W₁=1/3 O b. w₁ 1/2 O c. W₁=1/√3 O d. W₁=1 Oe. W₁=√3 Of. W₁=2 Og. W₁=3 Q[ƒ; −1, 1] = woƒ(-1) + w₁ƒ(√√ ;-) + w₂f(1) Xo = -1, X₁ = 3 x₂ = 1?
What is the weight w₁ of the Newton-Cotes formula with nodes O a. W₁=1/3 O b. w₁ 1/2 O c. W₁=1/√3 O d. W₁=1 Oe. W₁=√3 Of. W₁=2 Og. W₁=3 Q[ƒ; −1, 1] = woƒ(-1) + w₁ƒ(√√ ;-) + w₂f(1) Xo = -1, X₁ = 3 x₂ = 1?
Mathematics For Machine Technology
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Chapter58: Achievement Review—section Five
Section: Chapter Questions
Problem 24AR: a. Given: x=360 inches and y=5.10 inches. Compute Dia A to 2 decimal places. b. Given: Dia A=8.76...
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![What is the weight w₁ of the Newton-Cotes formula
with nodes
a. w₁=1/3
O b. w₁=1/2
O c. W₁=1/√3
O d. W₁=1
e. W₁=√3
Of. W₁=2
g. W₁=3
Q[ƒ; −1, 1] = wof(−1) + w₁ƒ(√√3/3) + + w₂f(1)
Xo = -1,
x₁ =
- اس
X₂ = 1?](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F6fe1fc35-672a-49fd-831b-9642c77888ed%2Fdd8194b2-7a58-41a5-af38-09d8bcfb4301%2Fvxmsfbt_processed.png&w=3840&q=75)
Transcribed Image Text:What is the weight w₁ of the Newton-Cotes formula
with nodes
a. w₁=1/3
O b. w₁=1/2
O c. W₁=1/√3
O d. W₁=1
e. W₁=√3
Of. W₁=2
g. W₁=3
Q[ƒ; −1, 1] = wof(−1) + w₁ƒ(√√3/3) + + w₂f(1)
Xo = -1,
x₁ =
- اس
X₂ = 1?
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