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10 questions
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  • Q1

    A ladder is placed against a wall such that it reaches the top of the wall. The foot of the ladder is 1.5 meters away from the wall and the ladder is inclined at angle 50o.  

    Which of the following is the correct equation to solve for the length of the ladder? 

    \cos\ 50^{o\ }=\ \frac{1.5\ m}{x}

    \sin\ 50^{o\ }=\ \frac{x}{1.5\ m}

    \tan\ 50^{o\ }=\ \frac{x\ }{1.5\ m}

    \cos\ 50^{o\ }=\ \frac{x}{1.5\ m}

    30s
  • Q2

    A ladder is placed against a wall such that it reaches the top of the wall. The foot of the ladder is 1.5 meters away from the wall and the ladder is inclined at angle 50o.  

    How long is the ladder?

    1.15 m

    2.33 m

    1.79 m

    0.96 m

    30s
  • Q3

    A rafter is any parallel beams that support a roof? If the rafter is 4 meters and has an angle of 35with the horizontal, what is the height of the rafter's peak?  

    Which of the following triangles best describes the given problem?  

    Answer Image
    Answer Image
    Answer Image
    Answer Image
    30s
  • Q4

    A rafter is any parallel beams that support a roof? If the rafter is 4 meters and has an angle of 35with the horizontal, what is the height of the rafter's peak?

    What is the height of the rafter's peak?  

    3.3 m

    2.3 m

    2.8 m

    3.8 m

    30s
  • Q5

    Marikit-na is a female statue in Marikina River park with a height of 40 ft. The shadow of the state on the ground formed is of the same length as its height. What is the measurement of the angle formed from the top of the statue to the tip of the shadow?

    What is the appropriate trigonometric ratio to be used to solve the problem?

    sine

    tangent

    cosecant

    cosine

    30s
  • Q6

    Marikit-na is a female statue in Marikina River park with a height of 40 ft. The shadow of the state on the ground formed is of the same length as its height. What is the measurement of the angle formed from the top of the statue to the tip of the shadow?

    60o

    45o

    75o

    30o

    30s
  • Q7

    Ron flies a kite,4 feet off the ground, with 300 feet of string. Due to the wind and the string of the kite forms a 29owith the horizontal. 

    What part of the triangle is the 300 ft-string?

    hypotenuse

    opposite side to 29o 

    none of these

    adjacent side to 29o

    30s
  • Q8

    Ron flies a kite,4 feet off the ground, with 300 feet of string. Due to the wind, the string of the kite forms a 29owith the horizontal. 

    How high is the kite from the ground?

    170.29 ft

    145.44 ft

    168.29 ft

    149.44 ft

    30s
  • Q9

    Standing across the street, 50 ft from the building, the angle to the top of the building is 40o. An antenna sits on the top edge of the building. The angle to the top of the antenna is 52o

    How high is the building? 

    42 ft

    38 ft

    48 ft

    32 ft

    30s
  • Q10

    Standing across the street, 50 ft from the building, the angle to the top of the building is 40o. An antenna sits on the top edge of the building. The angle to the top of the antenna is 52o

    How tall is the antenna?

    16 ft

    22 ft

    32 ft

    26 ft

    30s

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