Use the remainder theorem to determ a) (x2 – 7x) + (x + 5) :(x) + (x-1) :((-5)) + (l-5)-7) 1.5) +C-12) 160 c) (x³ -x+ 2) + (x + 4) - し2) 4(1-4)+1-1-h)) * )4 し-64)そCH) - 58
Use the remainder theorem to determ a) (x2 – 7x) + (x + 5) :(x) + (x-1) :((-5)) + (l-5)-7) 1.5) +C-12) 160 c) (x³ -x+ 2) + (x + 4) - し2) 4(1-4)+1-1-h)) * )4 し-64)そCH) - 58
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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Need help with part b and d
 alt="WCLN PCMath 12 - Rev. 20
Use the remainder theorem to determine the remainder for each of the following divisions.
a) (x2 – 7x) ÷ (x+ 5)
: (x) + (x-1)
:((-5)) + ((-5)-7)
.5) +C-12)
160
c) (x³ -x+ 2) ÷ (x+ 4)
b) (x² + 3x – 9) ÷ (x – m)
d) (m³ + 3m2 – 4m – 10) (2m – 1)
し2)4 し6り)そくん)
5. a) The volume of an open top box is given by V(x) = x3+ 5x² – 2x – 24 and the length
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Transcribed Image Text:WCLN PCMath 12 - Rev. 20
Use the remainder theorem to determine the remainder for each of the following divisions.
a) (x2 – 7x) ÷ (x+ 5)
: (x) + (x-1)
:((-5)) + ((-5)-7)
.5) +C-12)
160
c) (x³ -x+ 2) ÷ (x+ 4)
b) (x² + 3x – 9) ÷ (x – m)
d) (m³ + 3m2 – 4m – 10) (2m – 1)
し2)4 し6り)そくん)
5. a) The volume of an open top box is given by V(x) = x3+ 5x² – 2x – 24 and the length
%3D
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