Find the approximate root in 5th iterations of the function x3.5 80 in the interval using Regula-Falsi Method 3.4969773 3.49834532 3.49729583 3.49734732
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![Find the approximate root in 5th
iterations of the function
x3.5 80 in the interval using
%3D
Regula-Falsi Method
3.4969773
3.49834532
3.49729583
3.49734732](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F9eca9ce7-5a11-4972-b3f4-128bb3297881%2F6d9a836c-17a9-463b-a7cb-5325312ed602%2Fned13d_processed.jpeg&w=3840&q=75)
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- Find absolute max/minIs dotted line a "good fit" to the data in the following graph? [There are 2 correct answers] Good Fit? v - 0.0002 - 0.0132x .0.2675 - 2.3324 + 10.268x - 6.1317 R0.9963 O No. None of the coeffiecients in the fit are approximatly equal to simple numbers like 3 or 1/2. Yes. The R^2 value is approximately 1. Yes, because the fit is a polynomial of order 5, it will always be a better fit than a linear trend line. O No. The R^2 value is so high because the polynomial goes all the way to 5. O No. The fit should smooth out the bumps coming from uncertainty, not curve to fit every point perfectly. O Yes. The data points have error bars and the line goes through them.Determine the intervals of increase/decrease and local max/min points for ? = 3x3e-2x
- X~N(43.8, 3.5). Find P(X < 37.0). (Round to 3 decimal places.)A bouncy ball is dropped from a height of 2 metres onto a concrete floor. After hitting the floor, the ball rebounds back up to 80% of it's previous height, and this pattern continues on repeatedly, until coming to rest. (a) Show that the total distance travelled by the ball until coming to rest can be expressed by 2+4(0.8) + 4(0.8)² + 4(0.8)* + -- (b) Find an expression for the total distance travelled by the ball, in terms of the number of bounces, n. (c) Find the total distance travelled by the ballFind the smallest positive number x such that x^2 > 100