Q6: Write the pseudocode, an algorithm and draw a flowchart that will calculate the roots of a quadratic equation ax²+bx+c=0 Hint: ✓d = sqrt (b²-4ac), and the roots are: ✓ x1 = (b + d)/2a_and ✓ x2 = = (-b-d)/2a Use the flowgorithm software to solve the problem. NOTE: Please use Flowgorithm software to solve this question not python. Thanks

Q6: Write the pseudocode, an algorithm and draw a flowchart that will calculate the roots of a quadratic equation ax²+bx+c=0 Hint: ✓d = sqrt (b²-4ac), and the roots are: ✓ x1 = (b + d)/2a_and ✓ x2 = = (-b-d)/2a Use the flowgorithm software to solve the problem. NOTE: Please use Flowgorithm software to solve this question not python. Thanks

C++ for Engineers and Scientists

4th Edition

ISBN:9781133187844

Author:Bronson, Gary J.

Publisher:Bronson, Gary J.

Chapter3: Assignment, Formatting, And Interactive Input

Section3.1: Assignment Operations

Problem 7E: (Civil eng.) Write an assignment statement to calculate the linear expansion in a steel beam as a...

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(Civil eng.) Write an assignment statement to calculate the linear expansion in a steel beam as a function of temperature increase. The formula for linear expansion, l, is as follows: l=l0(1+(TfT0)) l0isthelengthofthebeamattemperatureT0.isthecoefficientoflinearexpansion.Tfisthefinaltemperatureofthebeam.
(Physics) Coulomb’s Law states that the force, F, acting between two electrically charged spheres is given by this formula: F=kq1q2r2 q1isthechargeonthefirstsphere.q2isthechargeonthesecondsphere.risthedistancebetweenthecentersofthetwospheres.kisaproportionalityconstant. Write an assignment statement to calculate the force, F.
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(Civil eng.) Write an assignment statement to determine the maximum bending moment, M, of a beam, given this formula: M=XW(LX)L X is the distance from the end of the beam that a weight, W, is placed. L is the length of the beam.
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Problem Descriptions: In this problem, your task is to write a program to find whether a user-entered 2-D point (P) lies (i) (ii) (iii) The circles are specified using their center coordinates and radii. See the illustrations below showing all three cases you need to consider: within both of the two given circles, within only one of those circles, or outside both circles (treat a point ON a circle as being inside the circle). Pis outside both circles Pis inside ONLY one circle Sample Outputs: Sample output #1 POINT MEMBERSHIP WITHIN TWO CIRCLES Circle 1: center at ( 6, -5 ) and radius: 3 Circle 2: center at ( 12, -7 ) and radius: 5 Please enter the x-coordinate of the test point: 8 -5 Please enter the y-coordinate of the test point: Point lies within both circles. Sample output #2 POINT MEMBERSHIP WITHIN TWO CIRCLES Circle 1: center at ( 6 , -5 ) and radius: 3 Circle 2: center at ( 12 , -7 ) and radius: 5 Please enter the x-coordinate of the test point: 12 Please enter the y-coordinate…
Using C++ language