1.4 Essential Question Response Rubric
Value
Excellent
Descriptor
You have really taken the time to think about who you are, and you have
provided details that strongly supports what you are trying to say.
Your thoughts on the assignment are perceptive.
B Y J A G D I S H B H A G WAT I
Do Multinational
Corporations Hurt
Poor Countries?
here is a fierce debate today
between those who consider
globalization to be a malign
influence on poor nations
and those who find it a positive force.
This debate focuses
4
POTENTIAL
PROBLEMS
IN
CROSSCULTURAL COMMUNICATIONS:
STEREOTYPES, PREJUDICES, AND RACISM
Objectives
At the end of this chapter, you will be able to:
Describe the origin of stereotype, prejudices, and racism.
Describe the danger of stereotype, prejudice
How To Complete Your Current Events Journal Entries
As you prepare your journal entry you should think about the following:
1. Why is it news?. Why is the item you chose to include important enough to be in your journal?
2. Always remember that good citiz
Final Exam
1. (20pts) a) Find the curvature for 7(t) = sint? + cost; + 4/:
b) An object moves in space according to:
m) = costf Sim, 7(0) = j + 12, and ;(0) = ?. Find 70) and F0)
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r ('4) 9 CosL-l) t - MAL-03 143k
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5. (20pts) a) Find the work done by the force 1-5 (x, y,z) = <x,xy,z2> as it moves a
particle along the helix 7(t) = (cos t,sin t,t> from (1, 0, 0) to (-1, O, 31:).
b) Use Greens Theorem to evaluate the line integral I y3 dx +(x3 +3xy2)dy where C is
c
3 (20pts) a) Find the mass of a 2-dimensional triangular plate with vertices at (0, 0), (c,
0) and (0, c) and density of x2 + y at the point (X, y).
b) Find the center of mass of the late 1n art a).
w k.
v 3f)- A (0,0) B= (mo) c= (o, c.
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2. (20pts) a) Find the directional derivative of
f(x,y,z)= xy+xz+ yz at the point P(l, 2 ,3) m the direction v <2, 1,- -1>
b) Find three 7. sitive numbers whose sum is 1 and the sum of then s
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4. 2(20pts) a) Find the volume of the solid bounded below by the upper nappe of the cone
22 =x2 +y 2and bounded above by the sphere x2 +y2 +z2 = 9.
b) Find the mass of a thin wire in the shape of a helix given by
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Trig Identity Worksheet Name:
Verify each identity using your graphing calculator, then using trigonometric identities
prove the statement is true. Make sure you Show every step using valid substitutions and
aigebra. Please work on your own paper, keepi
Pre Assessment
Show all work and put a BOX around your final answer.
Name_
1. Write the equation of the line passing through the points
(1,3 )
2. Find the distance and midpoint of the line segment beginning at
ending at (2,1)
3. Solve the following equati
The following table represents the number of applicants at a popular private college in the last four
years.
New members
2007
10,067
2008
10,940
2009
11,116
2010
10,999
Assuming = 0.2, = 0.3, an initial forecast of 10,000 for 2007, and an initial trend ad
Name:
Date:
Graded Assignment
Unit Test, Part 2: Rational Expressions and Equations
Answer the questions below. When you are finished, submit this assignment to your teacher by the due date for
full credit.
Total score: _ of 31 points
(Score for Question
Name:
Date:
Graded Assignment
Semester Test, Part 2
Answer the questions below. When you are finished, submit this assignment to your teacher by the due date for
full credit.
Total score: _ of 46 points
(Score for Question 1: _ of 10 points)
1.
Consider t
Name:
Date:
Graded Assignment
Semester Test, Part 2
Answer the questions below. When you are finished, submit this assignment to your teacher by the due date for
full credit.
Total score: _ of 40 points
(Score for Question 1: _ of 10 points)
1.
The Park C
Name:
Date:
Graded Assignment
Unit Test, Part 2: Counting and Probability
Answer the questions below. When you are finished, submit this assignment to your teacher by the due date for
full credit.
Total score: _ of 23 points
(Score for Question 1: _ of 10
Name:
Date:
Graded Assignment
Unit Test, Part 2: Counting and Probability
Answer the questions below. When you are finished, submit this assignment to your teacher by the due date for
full credit.
Total score: _ of 28 points
(Score for Question 1: _ of 10
Name:
Date:
Graded Assignment
Unit Test, Part 2: Exponentials and Logarithms
Answer the questions below. When you are finished, submit this assignment to your teacher by the due date for
full credit.
Total score: _ of 21 points
(Score for Question 1: _ of
Name:
Date:
Graded Assignment
Unit Test, Part 2: Radicals and Complex Numbers
Answer the questions below. When you have finished, submit this assignment to your teacher by the due date for
full credit.
Total score: _ of 21 points
(Score for Question 1: _
Name:
Date:
Graded Assignment
Unit Test, Part 2: Quadratic Functions
Answer the questions below. When you are finished, submit this assignment to your teacher by the due date for
full credit.
Total score: _ of 20 points
(Score for Question 1: _ of 5 point
Name:
Date:
Graded Assignment
Semester Test, Part 2
Answer the questions below. When you are finished, submit this assignment to your teacher by the due date for
full credit.
Total score: _ of 40 points
(Score for Question 1: _ of 10 points)
1.
The Park C
Name:
Date:
Graded Assignment
Unit Test, Part 2: Solving and Graphing Polynomials
Answer the questions below. When you are finished, submit this assignment to your teacher by the due date for
full credit.
(8 points)
1.
Divide 6x4 + 2x3 6x2 14x 1 by 3x + 1