Deterimine if the function is continuous on the interval I. 1. f(x) = x + 2...
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Deterimine if the function is continuous on the interval I. 1. f(x) = x + 2 on I = [-3,0] 7. f(x) = V-1 on ! = [-5,5] !! -3 2. f(x) = x3 + 3.x on I = (1,+m) 8. f(x) – Vx2 – 9 on ! - [-3,3] 3 3. S(x): on I = [-6,6] (2x + 1, if x < 2 19 - x2, if x 2 2 *+2 9. f(x) = on I = R x2-25 4. f(x): on I = (-0,0] *+5 fx2 - 1, ifx s 1 lx - 1, ifx > 1 10. f(x) = on 1 = [1.2] %3D 5. f(x): on I = (-2.2) Xー1 Va-1 6. f(x)= on I = (2,+0) Xー1 Deterimine if the function is continuous on the interval I. 1. f(x) = x + 2 on I = [-3,0] 7. f(x) = V-1 on ! = [-5,5] !! -3 2. f(x) = x3 + 3.x on I = (1,+m) 8. f(x) – Vx2 – 9 on ! - [-3,3] 3 3. S(x): on I = [-6,6] (2x + 1, if x < 2 19 - x2, if x 2 2 *+2 9. f(x) = on I = R x2-25 4. f(x): on I = (-0,0] *+5 fx2 - 1, ifx s 1 lx - 1, ifx > 1 10. f(x) = on 1 = [1.2] %3D 5. f(x): on I = (-2.2) Xー1 Va-1 6. f(x)= on I = (2,+0) Xー1
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1 fx x2 Since it is a polynomial function the function remains continuous in the whole interval Ther... View the full answer
Related Book For
Calculus Early Transcendentals
ISBN: 978-0321947345
2nd edition
Authors: William L. Briggs, Lyle Cochran, Bernard Gillett
Posted Date:
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