10. Does there exist a harmonic function in z| < 1 taking the value 1 everywhere on |2| = 1? Is your solution unique?
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A: Topic = Derivative
Q: What is the maximum value of y = cos x. For - < x < < ?? 1 1/2 2.
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- Ex. the function f(x) = 2 * sin(x)- e/4-1 is Zero for two values near x = -5. use bisection to find both tions are needed to get results that a gree to five Signifi- Cant figures 2.Consider the function g(x) = x'- 6x + 5. Which of these intervals must contain a solution to g(x) = 12? O[-1,0] (-2, 1] | [1,2] O [0, 1] O 12,3]1. Differentiate. Do not simplify. a. f(0) = 3cos(0*)sin(0³ – 2) b. f(x) = V4x + 25-x² + 2×-1
- 3.4(2) Please help me with this!! 1.Uses known basic derived functions as well as derivation rules to determine the derived function of the following functions.find root of f(n) = 3X + Sin (x) - e²? fig 5 shows the (x) = 3X + Sin (x) - ex. It's clear form the graph that there are two Poots, one lies between 0 and 0.5 and the other between 1.5 and 2.0. Consider the function F(x) in the interval [0, 0.5] Since f(0) * f(0.5) less than Zero. X f 0 0.5 -2 Fig. 5 1.5What is the range of f(x)¹ = cos¯¹(0)₂ A B C D TU 2 2 [0, π] [-1,1] (-∞, ∞0)
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