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homework from last night
Homework Check
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Homework Check
8.6 ~ Equations of Spheres
In
space, a sphere is the set of all points
equidistant from a fixed point. The fixed
point is called the center of the sp
Warm Up
Does the series converge? If possible, find the
sum.
1.
2.
3.
4.
5.
6.
Warm Up
Does the series converge? If possible,
find the sum.
1.
Warm Up
Does the series converge? If possible,
find the sum.
2.
Warm Up
Does the series converge? If
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homework.
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you did it.
9.5 ~ Series
Summation
Look! a
capital letter
in Greek,
Sigma means
take the
sum.
Notation:
In summation notat
5.1 Fundamental
Identities
Fundamental Identities
Basic
Trigonometric Identities
Reciprocal Identities
Quotient Identities
Fundamental Identities
Pythagorean
Identities
Fundamental Identities
Cofunction
Even-Odd
Identities
Identities
Fundamental Ident
5.3 Proving Trigonometric
Identities
Sum and Difference Identities
Sum and Difference Identities
Sum and Difference Identities
Use the sum and difference identities to find the
exact value of each function:
sin 195
cos 165
Sum and Difference Identities
The Binomial Theorem
Pascals Triangle
9.2 ~ The Binomial Theorem
Given
a binomial , if we want to raise it to
some power , it could be quite time
consuming.
However, by looking at some patterns, we
can determine a more efficient way. Yay!
9.2 ~ The Binomi
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partner while I come around to make
sure you did it!
6.3 ~ Graphing Using
Parametrics
6.3 ~ Graphing Using
Parametrics
6.3 ~ Graphing Using
Parametrics
For
the given parameter interval,
graph the parametric
Warm Up
How do the given functions transform the
parent reciprocal function?
3x 5
y
x 1
10
y
3
30 x 60
Homework Check
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check it with a partner while I come
around to make sure you did it!
2.6 Rational
Functions
Intercepts