Mathematics 4 Flashcards

1
Q

What are three basic methods for determining similar triangles

A

If two angles of one are congruent to two angles of the other

If the three ratios of the corresponding sides are equal

If two ratios of corresponding sides are equal and the angles between the sides are congruent

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2
Q

What are the two basic properties of similar triangles

A

Their corresponding angles are congruent

the ratios of their corresponding sides are equal

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3
Q

Trigonometry means _______

A

measurement of triangles
tri = 3
gon = angle
metry = measure

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4
Q

sin A =

A

a/c

the length of the opposite side of A / the length of the hypotenuse

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5
Q

cos A

A

b/c

the length of the adjacent side/ the length of the hypotenuse

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6
Q

tan A

A

a/b

length of opposite side/ length of adjacent side

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7
Q

cot A

A

b/a

length of adjacent side/ length of opposite side

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8
Q

sec A =

A

c/b

length of hypotenuse/ length of adjacent side

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9
Q

csc A =

A

c/a

length of hypotenuse/ length of opposite side

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10
Q

sin

A

sine

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11
Q

cos

A

cosine

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12
Q

tan

A

tangent

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13
Q

cot

A

cotangent

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14
Q

sec

A

secant

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15
Q

csc

A

cosecant

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16
Q

trigonometric functions of complementary angles

sin B = b/c =

A

cos A

17
Q

trigonometric functions of complementary angles

cos B = a/c =

A

sin A

18
Q

trigonometric functions of complementary angles

tan B = b/a =

A

cot A

19
Q

trigonometric functions of complementary angles

cot B = a/b =

A

tan A

20
Q

trigonometric functions of complementary angles

sec B = c/a =

A

csc A

21
Q

trigonometric functions of complementary angles

csc B = c/b =

A

sec A

22
Q

Each function of a pair of complementary angles within a triangle are the _______ of the other

A

cofunction

23
Q

Any function of an acute angle is equal to the _____

A

corresponding cofunction of the complementary angle