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17 Cards in this Set
- Front
- Back
"Sum Identity for Sin"
sin(X+Y) |
sin(X+Y)
= sinXcosY+cosXsinY |
|
"Difference Identity for Sin"
sin(X-Y) |
sin(X-Y)
= sinXcosY-cosXsinY |
|
"Sum Identity for Cos"
cos(X+Y) |
cos(X+Y)
= cosXcosY-sinXsinY |
|
"Difference Identity for Cos"
cos(X-Y) |
cos(X-Y)
= cosXcosY+sinXsinY |
|
"Sum Identity for Tan"
tan(X+Y) |
tan(X+Y)
= (tanX+tanY) ÷ (1 - tanXtanY) |
|
"Difference Identity for Tan"
tan(X-Y) |
tan(X-Y)
= (tanXtanY) ÷ (1 + tanXtanY) |
|
"Reciprocal Identity for Sin"
sinX |
sinX
= 1/cscX |
|
"Reciprocal Identity for Cos"
cosX |
cosX
= 1/secX |
|
"Reciprocal Identity for Tan"
tanX |
tanX
= 1/cotX |
|
"Reciprocal Identity for Csc"
cscX |
cscX
= 1/sinX |
|
"Reciprocal Identity for Sec"
secX |
secX
= 1/cosX |
|
"Reciprocal Identity for Cot"
cotX |
cotX
= 1/tanX |
|
"Quotient Identity for Tan"
tanX |
tanX
= sinX/cosX |
|
"Quotient Identity for Cot"
cotX |
cotX
= cosX/sinX |
|
"Pythagorean Identity Involving Sin² and Cos²"
|
sin²X + cos²X = 1
|
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"Pythagorean Identity Involving Tan² and Sec²"
|
1 + tan²X = sec²X
|
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"Pythagorean Identity Involving Cot² and Csc²"
|
1 + cot²X = csc²X
|