Frog Jump: Angles of Elevation

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Hop to the right angle!

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MARJURY BELARMA

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Frog Jump: Angles of Elevation


Froggy Jumps Frog Jump: Angles of ElevationVersión en línea Hop to the right angle! por MARJURY BELARMA 1 What is the angle of elevation? a Angle below the horizon to the object b Angle between two intersecting lines c Angle between the horizontal and the line of sight up to the object 2 If a frog looks up at a bird 50m away horizontally and 10m high, what is the angle of elevation roughly? a About 11.3 degrees b About 39.8 degrees c About 23.5 degrees 3 Which trigonometric ratio uses angle of elevation with opposite/adjacent? a Tangent b Cosine c Sine 4 If height is 5 m and distance is 12 m, tan(angle) = ? a 1/5 b 5/12 c 12/5 5 What does a steeper angle of elevation imply? a Object is closer or higher b Object is farther away c Angle of depression 6 Which triangle side is adjacent to the angle of elevation? a Hypotenuse b Vertical height c Horizontal distance 7 If angle of elevation is 0 degrees, where is the object located? a Below the horizontal b On the horizontal line c Directly overhead 8 In a right triangle, which side is opposite the angle of elevation? a Vertical height b Hypotenuse c Horizontal distance 9 Which formula gives angle of elevation from height h and distance d? a angle = sin(h/d) b angle = arctan(h/d) c angle = cos(h/d) 10 If height doubles and distance stays the same, what happens to the angle of elevation? a It increases b It decreases c It stays the same 11 What is the angle of elevation? a Angle between the horizontal and the line of sight upward b Angle between the vertical and the line of sight upward c Angle between two lines of sight at the ground 12 Which trig ratio relates height to distance for elevation? a Tangent b Sine c Cosine 13 If a tower 50 m tall is 100 m away, what is the angle of elevation to the top? a atan(50/100) ≈ 26.6° b atan(50/150) ≈ 18.4° c atan(100/50) ≈ 63.4° 14 Which formula gives theta given height h and distance d? a theta = arctan(h/d) b theta = arcsin(h/d) c theta = arccos(h/d) 15 If the angle of elevation is 45°, and height is 20 m, what is the distance to the object? a d = 20 m b d = 40 m c d = 10 m 16 True or false: Elevation angle is measured from the ground up. a Only in small angles b False c True 17 Which unit is used for angle of elevation? a Meters b Radians only c Degrees (°) 18 If tan(theta) = 3/4, what is theta approximately? a 45° b 53.13° c 36.87° 19 A person is 8 m from a tower base and looks up at 60°. How tall is the tower? a Height = 8 × tan(60°) ≈ 13.86 m b Height = 8 ÷ tan(60°) ≈ 4.62 m c Height = 8 × sin(60°) ≈ 6.93 m 20 Which scenario uses angle of elevation? a Measuring wind speed with a anemometer b A boat's direction relative to shore c A climber estimating distance to a peak from ground

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Frog Jump: Angles of Elevation

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Frog Jump: Angles of ElevationVersión en línea

por MARJURY BELARMA

What is the angle of elevation?

If a frog looks up at a bird 50m away horizontally and 10m high, what is the angle of elevation roughly?

Which trigonometric ratio uses angle of elevation with opposite/adjacent?

If height is 5 m and distance is 12 m, tan(angle) = ?

What does a steeper angle of elevation imply?

Which triangle side is adjacent to the angle of elevation?

If angle of elevation is 0 degrees, where is the object located?

In a right triangle, which side is opposite the angle of elevation?

Which formula gives angle of elevation from height h and distance d?

If height doubles and distance stays the same, what happens to the angle of elevation?

What is the angle of elevation?

Which trig ratio relates height to distance for elevation?

If a tower 50 m tall is 100 m away, what is the angle of elevation to the top?

Which formula gives theta given height h and distance d?

If the angle of elevation is 45°, and height is 20 m, what is the distance to the object?

True or false: Elevation angle is measured from the ground up.

Which unit is used for angle of elevation?

If tan(theta) = 3/4, what is theta approximately?

A person is 8 m from a tower base and looks up at 60°. How tall is the tower?

Which scenario uses angle of elevation?