he Approximations X + Ontent/111044/viewContent/1601729/View iversity Learning Commons My.Dal Novanet Catalogue RefGrab-It Refworks intent Discussions Assessments...

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he Approximations X + Ontent/111044/viewContent/1601729/View iversity Learning Commons My.Dal Novanet Catalogue RefGrab-It Refworks intent Discussions Assessments v MY 1001S ✓ Help v Online Assignments ent 7 (7.7) - V Assignment 7 (7.7) (11 points) Find the approximations T10. M10. and S10 for fez da and the corresponding errors Er. EM. and Es. Round your answers to five decimal places. Portfolio T10 = M₁0 == S10= Now let's use the Error Bounds given in your textbook (or your notes) to see how large we would need to make n to ensure Tn. Mn. and Sn are accurate to within 0.0001. First of all, what is the least value K such that on (0, 2)? Do not round your answer. (³)| ≤K ET = EM = Es= K= Use this value of K to determine the least n such that T is guaranteed to be accurate to within 0.0001 (you should round up to the next whole number): w this topic Use this value of K to determine the least n such that M₁, is guaranteed to be accurate to within 0.0001 (you should round up to the next whole number): What is the least value L such that (³) Lon (0, 2)? Do not round your answer. L= Use this value of L to determine the least n such that S is guaranteed to be accurate to within 0.0001 (you should round up to the next even whole number): Activity Details DELL 0 he Approximations X + Ontent/111044/viewContent/1601729/View iversity Learning Commons My.Dal Novanet Catalogue RefGrab-It Refworks intent Discussions Assessments v MY 1001S ✓ Help v Online Assignments ent 7 (7.7) - V Assignment 7 (7.7) (11 points) Find the approximations T10. M10. and S10 for fez da and the corresponding errors Er. EM. and Es. Round your answers to five decimal places. Portfolio T10 = M₁0 == S10= Now let's use the Error Bounds given in your textbook (or your notes) to see how large we would need to make n to ensure Tn. Mn. and Sn are accurate to within 0.0001. First of all, what is the least value K such that on (0, 2)? Do not round your answer. (³)| ≤K ET = EM = Es= K= Use this value of K to determine the least n such that T is guaranteed to be accurate to within 0.0001 (you should round up to the next whole number): w this topic Use this value of K to determine the least n such that M₁, is guaranteed to be accurate to within 0.0001 (you should round up to the next whole number): What is the least value L such that (³) Lon (0, 2)? Do not round your answer. L= Use this value of L to determine the least n such that S is guaranteed to be accurate to within 0.0001 (you should round up to the next even whole number): Activity Details DELL 0

Answer rating: 100% (QA)

ANSWER To solve this problem we need to use the error bounds provided in the textbook or notes to determine the required values of a n and a to ensure ... View the full answer