Title: Double Angle Formulas
1Double Angle Formulas
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4Let sinA1/5 with A in QI. Find sin(2A).
5Let sinA1/5 with A in QI. Find sin(2A).
6Let sinA1/5 with A in QI. Find sin(2A).
7Find sin(90) using a double angle formula.
8Simplify 2sin30cos30.
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11Simplify cos215sin215.
12Derive an alternative form of the identity
cos(2A)cos2Asin2A.
13Derive an alternative form of the identity
cos(2A)cos2Asin2A.
14The identity with its alternative forms.
15Suppose that cos x 1/ ?10 with x?Q IV, find
sin(2x) and cos(2x).
16Suppose that cos x 1/ ?10 with x?Q IV, find
sin(2x) and cos(2x).
17Suppose that cos x 1/ ?10 with x?Q IV, find
sin(2x) and cos(2x).
18Suppose that cos x 1/ ?10 with x?Q IV, find
sin(2x) and cos(2x).
19Simplify 2cos21051.
20Prove that(cos x sin x)(cos x sin x)cos(2x)
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37Derive a double angle formula for the tangent
function.
38Derive a double angle formula for the tangent
function.
39Derive a double angle formula for the tangent
function.
40Derive a double angle formula for the tangent
function.
41Derive a double angle formula for the tangent
function.
42Derive a double angle formula for the tangent
function.
43Derive a double angle formula for the tangent
function.
44Derive a double angle formula for the tangent
function.
45Derive a double angle formula for the tangent
function.
46Derive a double angle formula for the tangent
function.
47Derive a double angle formula for the tangent
function.
48Derive a double angle formula for the tangent
function.
49Derive a double angle formula for the tangent
function.
50Derive a double angle formula for the tangent
function.
51Given cos ? 1/?10 and x ? QIV,
find tan(2?).
52Given cos ? 1/?10 and x ? QIV,
find tan(2?).
53Given cos ? 1/?10 and x ? QIV,
find tan(2?).
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55Given csc t ?7 with t in QII, find sin(2t) and
cos(2t).
56Given csc t ?7 with t in QII, find sin(2t) and
cos(2t).
57Given csc t ?7 with t in QII, find sin(2t) and
cos(2t).