domain of f(u) = (i) all real numbers. (ii) all real numbers (iii) (-0,1) (PV) (-00, -1) (v) [1.00] 1(a) The 1b which is yı (-11-2)0 1 T 22-1 π is? choose ore 0 except for I and-I true regarding graph ? choose one (1) has jump discontinuity at t=-1 (ii) discontinuary at t=0. (i) continuous at += 1 (iv) renovable discontinuity at +=-2 (V) removable discontinuity at +=1 (vi) jump discontinuity at too (vii) Infinite discontinuity at t=] 1c) Suppose (1) 9 is continuous at -2 if g(-2)=8 continuous at -2 if g(²)=8 (1) g is not continuous at -ġ if g(-2)=8 ((it) g is continuous at gif g(-2) = 8 Iim g(n)- 8 then 2-1-2
domain of f(u) = (i) all real numbers. (ii) all real numbers (iii) (-0,1) (PV) (-00, -1) (v) [1.00] 1(a) The 1b which is yı (-11-2)0 1 T 22-1 π is? choose ore 0 except for I and-I true regarding graph ? choose one (1) has jump discontinuity at t=-1 (ii) discontinuary at t=0. (i) continuous at += 1 (iv) renovable discontinuity at +=-2 (V) removable discontinuity at +=1 (vi) jump discontinuity at too (vii) Infinite discontinuity at t=] 1c) Suppose (1) 9 is continuous at -2 if g(-2)=8 continuous at -2 if g(²)=8 (1) g is not continuous at -ġ if g(-2)=8 ((it) g is continuous at gif g(-2) = 8 Iim g(n)- 8 then 2-1-2
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:1/6) The domain of f(u) =
1(a)
(i) all real numbers
(ii) all real numbers
(iii) (-00, 1)
(PV) (-∞, -1)
(v) [1.00)
1b) which is
gi
(-1)-2)0
1
4
true regarding
t
except for I and-I
π is? choose are
T
22-1
regarding graph? choose
one
(1) has jump discontinuity at t = -1
(ii) discontinuary at t=0
(ii) continuous at += 1
(iv) renovable discontinuity at +=-2
(v) removable discontinuity at +=1
(vi) jump discontinuity at t-o
(vii) Infinite discontinuity at t=1
1) Suppose
(1) g is continuous at -2 if g(-2)=8
o is continuous at -2 if g(2) = 8
(iii) g is not continuous at -ġ if g(-2)=8
(iv) g is continuous
at 9 if g(-2) = 8
dim g(u) - 8 then
M-1-2
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