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Straigherline_MAT_251_Calulus_2_Unit_6_Test_Solutions
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Straigherline MAT 251 Calulus 2 Unit 6 Test Solutions
Please see attached file for formatted questions
WARNING SOME QUESTIONS HAVE INCORRECT ANSWERS PLEASE READ CAREFULLY WHICH ONES I GOT WRONG!
===============================================================
Review Test Submission: Graded Exam - Unit 6
Test Graded Exam - Unit 6
Status Completed
Score 90 out of 150 points
Question 2
A tank is formed by revolving the graph of 4 around they-axis. The tank has a height of 16. Find
y=x
the value of m such that the line y = m represents the height at which the tank is half full. Round your
answer to three decimal places.
Question 3
Given the differential equation = f(x, y) and Initial condition y(xo) =-yo. Euler's
method uses the following equation to approximate successive points on the solution
curve:
Question 4
Particles A and B are located on the x axis • The masses and positions of the partldes
are given by:
What is the center of mass ot this two particle system?
Question 5
An object is moving along the coordinate line with velocity v(t) = 5 cost, 0 $ 1$ 21t.
What is the object's displacement during the interval from t= 0 to/= 21t?
Question 6
If an object is displaced a distanced by a constant force F, then the amount ofworl< done
is given by the equation:
Question 7
Which of the following integrals represents the area of the surface fanned by revolving the
Question 9
Suppose that a force of 20 N stretches a spring 0.4 m beyond its natural length.
Question 10
Find the volume of the solid obtained by rotating the area bounded by y = sinx and the
x -axis on the interval 0 sx s 21t about the x-axis .
Round your answer to the nearest thousandth.
Question 11
Given the differential equation ~ =x + y and Initial point ( 0, 0 ), use Euler's method with
step size l!.x = 0.5 to approximate the coordinates of the next three points.
(x3,y3)=
Question 12
Suppose that f(x) is the probability density function describing the distribution for the
number of minutes H tekes to solve a puzzle.
Which of the following represents the probability that you witl solve the puzzle in 8·10
minutes?
Question 13
Find the length of the arc:
x=3cost+ I, y =3sint-S, OstS!t
Round your answer to three dedmal places.
Question 15
A projectile Is shot Into the air with lnital speed vo = 40 and angle of elevation 9=~What
is the position of the projectile at t = 3 ?
Question 16
Which of the following differential equations is NOT separable?
Question 17 0 out of 7.5 points
A solid has a flat base. which is bounded by the graph of y = :; and y = .Jx in the first quadrant only.
Each cross section of the solid p erpen dicula r to the x- axis is the shape of a square. Find the value of k
Question 18 0 out of 7.5 points
Given a curve defined by the parametric equations:
y =3t
The area under the curve from t = 0 to t = 3 is given by:
Question 19
Suppose we have a rod that is 6 meters long, with density function p(x) = 2x + 3.
What Is the center of mass of the rod?
About the Solutions
Solutions are NOT perfect see file for score report 90/150
Question Files
MAT251 - Unit 6 Exam - Questions.pdf
Other Details about the Project/Assignment
Subjects
:
Calculus II, Intermediate Calculus
Topic
:
Calculus exam answers
Level
:
Advanced College Level Calculus
Tags
:
Straighterline, Blackboard MAT251
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Project Details
Question Files
MAT251 - Unit 6 Exam - Questions.pdf
Subjects
:
Calculus II, Intermediate Calculus
Topic
:
Calculus exam answers
Level
:
Advanced College Level Calculus
Tags
:
Straighterline, Blackboard MAT251
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