Right Triangles: Sine, Cosine, Tangent

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Angles and side ratios in right triangles

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sherly adlina

Malasia

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Right Triangles: Sine, Cosine, Tangent


Right Triangles: Sine, Cosine, TangentVersión en línea Angles and side ratios in right triangles por sherly adlina 1 In a right-angled triangle with an acute angle A, which side is opposite to angle A? a The hypotenuse b The side opposite to angle A c The adjacent side to angle A d The side forming angle A as a leg 2 Which side is adjacent to angle A in the same triangle? a The side that forms angle A with the hypotenuse b The side opposite angle A c The hypotenuse d The side perpendicular to angle A 3 Define sine of angle A in a right triangle. a Sine = opposite / adjacent b Sine = hypotenuse / opposite c Sine = opposite / hypotenuse d Sine = adjacent / hypotenuse 4 Define cosine of angle A in a right triangle. a Cosine = opposite / adjacent b Cosine = hypotenuse / adjacent c Cosine = opposite / hypotenuse d Cosine = adjacent / hypotenuse 5 Define tangent of angle A in a right triangle. a Tangent = hypotenuse / opposite b Tangent = adjacent / hypotenuse c Tangent = opposite / hypotenuse d Tangent = opposite / adjacent 6 If sin A = 3/5, which relationship holds? a Hypotenuse = (3/5) × Opposite b Opposite = (3/5) × Hypotenuse c Opposite = (5/3) × Hypotenuse d Adjacent = (3/5) × Hypotenuse 7 If cos A = 4/5, which is true about adjacent and hypotenuse? a Adjacent = Hypotenuse / 4/5 b Opposite = (4/5) × Hypotenuse c Hypotenuse = (4/5) × Adjacent d Adjacent = (4/5) × Hypotenuse 8 What happens to sine, cosine, and tangent as angle A increases from 0° to 90°? a Sine rises, cosine falls, tangent rises b All three fall c All three rise d Sine and cosine rise, tangent falls 9 Given right triangle with angle A, if opposite=3 and adjacent=4, what is tan A? a 3/5 b 5/4 c 4/3 d 3/4 10 Which statement is true about acute angles and side ratios in right triangles? a Sine equals cosine for acute angles b Acute angles have equal opposite and adjacent c Only the hypotenuse matters d Acute angles relate to side ratios via sine, cosine, tangent Feedback 1 Opposite side is the one not touching angle A, across from it. 2 Adjacent side touches angle A and the hypotenuse. 3 Sine is the ratio of opposite side to hypotenuse. 4 Cosine is adjacent over hypotenuse. 5 Tangent is the ratio of opposite to adjacent. 6 Sine relates opposite and hypotenuse: opposite = sin A × hypotenuse. 7 Cosine gives adjacent relative to hypotenuse. 8 Sine increases, cosine decreases; tangent increases. 9 Tan A = opposite / adjacent = 3/4. 10 Angles define ratios: sin, cos, tan describe side relations.

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Right Triangles: Sine, Cosine, Tangent

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Right Triangles: Sine, Cosine, TangentVersión en línea

por sherly adlina

In a right-angled triangle with an acute angle A, which side is opposite to angle A?

Which side is adjacent to angle A in the same triangle?

Define sine of angle A in a right triangle.

Define cosine of angle A in a right triangle.

Define tangent of angle A in a right triangle.

If sin A = 3/5, which relationship holds?

If cos A = 4/5, which is true about adjacent and hypotenuse?

What happens to sine, cosine, and tangent as angle A increases from 0° to 90°?

Given right triangle with angle A, if opposite=3 and adjacent=4, what is tan A?

Which statement is true about acute angles and side ratios in right triangles?

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