MA1310:Week9SequencesandNotations
1. Describe an arithmetic sequence in two sentences.
Arithmetic sequence is a sequence of numbers that has a constant difference
between every two consecutive terms.
Brandy True
Trigonometry
Exercise 4.1
MA1310: Module 4 Applications of
1.
Find the value of B, b, and c.
2.
Two sides and an angle (SSA) of a triangle are given. Determine whether
the given measuremen
MA1310:Week3GraphsofSineandCosineFunctions
This lab requires you to:
Use the definitions of trigonometric functions of any angle.
Use the signs of the trigonometric functions.
Find reference angles.
U
MA1310:Week2SolvingExponentialandLogarithmicEquations
This lab requires you to:
Use like bases to solve exponential equations.
Use logarithms to solve exponential equations.
Use the definition of a lo
BTrue_ E5.1
1. What is a directed line segment?
A directed line segment is a line segment from one point to another point in the
coordinate plane.
2. What are equal vectors?
Equal vectors have the sam
Brandy True
;Exercise 3.1
1. Find the exact value of:
a. sin 300
reference angle of 60 in quadrant IV where sin<0.
Therefore, sin 300=-sin60=-3/2
b. tan (405) (Hint: 405 = 360 + 45)
Sin (405)=sin(360+
MA1310:Week2SolvingExponentialandLogarithmicEquations
This lab requires you to:
Use like bases to solve exponential equations.
Use logarithms to solve exponential equations.
Use the definition of a lo
MA1310: Module 2 Exponential and Logarithmic Functions
Exercise 2.2
Solving Exponential and Logarithmic Equations
Answer the following questions to complete this exercise:
1. Solve the following expon
MA1310: Module 3 Trigonometric Functions
Exercise 3.1
Graphs of Sine and Cosine Functions
Trigonometric functions are used to model data and a variety of physical phenomena such as astronomy,
surveyin
Brandy True
MA1310: Module 4 Applications Of Trigonometry Exercise 4.2
1. Explain why and represent the same points in polar coordinates.
These represent the same points because adding 180 to an angle
Brandy True
Trigonometry
Exercise 4.1
MA1310: Module 4 Applications of
1.
Find the value of B, b, and c.
2.
Two sides and an angle (SSA) of a triangle are given. Determine whether
the given measuremen
Brandy True
;Exercise 3.1
1. Find the exact value of:
a. sin 300
reference angle of 60 in quadrant IV where sin<0.
Therefore, sin 300=-sin60=-3/2
b. tan (405) (Hint: 405 = 360 + 45)
Sin (405)=sin(360+
If a wheel of radius 1 unit rotates at a speed of 1 unit of length per second, and is in the position
shown in the figure at time t = 0, then its height after t seconds is given by
h(t) = sin(t).
As t
MA1310:Week10
BinomialTheorem,CountingPrinciple,Permutation,andCombination
This lab requires you to:
Evaluate a binomial coefficient.
Expand a binomial raised to a power.
Find a particular term in a b
MA1310:BasicsOfTrigonometry
Signs of Trigonometric Functions
Special Right Triangles
Page1
MA1310:BasicsOfTrigonometry
3
2
Right Triangle Definitions of Trigonometric Functions
Page2
Dot product example
if a=(6,1,3), for what value of c is the vector b=(4,c,2) perpendicular to a?
Solution: For a and b to be perpendicular, we need their dot product to be zero. Since
ab=6(4)1(c)+3(2
MA1310:Week1ExponentialandLogarithmicFunctions
This lab requires you to:
Evaluate exponential functions.
Graph exponential functions.
Evaluate functions with base e.
Change from logarithmic to exponen
St.Ives there are 2401 kittens and the last one I think is wives=7 sacks=49 cats=343
kittens=2401 so total would be 2800
Suppose you apply for a $10000 loan at a bank and you would like to repay it in
MA1310 Math II
Module 2 Logarithms
Click icon to add picture
Module 1 is ONE week long.
Modules 2-6 are TWO weeks long!
This is an 11 week course!
Logarithm Rules
Logarithmic
form:
Exponential
form:
y
MA1310 Math II
Module 1 Sequences
Click icon to add picture
Module 1 is ONE week long.
Modules 2-6 are TWO weeks long!
This is an 11 week course!
Sequence Formulas
General Term of Arithmetic
Sequence:
There is one inclined plane road and we are walking from bottom to top with a drum .
We are pushing the drum to upper side and moving upward with drum from A to B .
Road is inclined to 30 degree with
1. Describe an ellipse in two sentences.
A curved line forming a closed loop, where the sum of the distances from two
points to every point on the line is constant.
2. Find the standard form of the eq
1. What is an exponential function?
Where b is a positive constant other than 1 ( b > 0 and b 1) and x is any real number.
2. What is a natural exponential function?
The function is called the natural
1. The graph of a tangent function is given below. Find the equation of the graph
in the form y = A tan (Bx C).
a. Find A. The y-coordinate of the points on the graph and of the way
between the consec
Binomial Theorem, Counting Principle, Permutation, and Combination
BTrue
1. Define binomial coefficient. Give an example. Write the steps of a graphing utility
to evaluate your binomial coefficient an
1. Define Binomial Coefficient. Give an example. Write the steps of a Graphing
Utility to evaluate your Binomial Coefficient and the final answer. Binomial
Coefficient Any one of the coefficients of t