Graph y = sin(x) on the graphing calculator. Use the graph to determine the height of the barnacle with respect to water level a
s the boat has traveled the given distance.When the boat has traveled 10 meters, the height of the barnacle is approximately:
2 answers:
Answer:
height of the barnacle approximately, is, -0.544 m
Step-by-step explanation:
Let y represents the height and x represents the distance traveled by the boat respectively.
Given the function : y =sin(x) ......[1]
It is also, given that the boat has traveled 10 meters.
To find the height of the barnacle:
Substitute the value of x =10 m in the given equation [1];
y = sin (10)
Simplify:
y (approx)=-0.544 meters
therefore, the height of the barnacle is, -0.544 when the boat reaches 10 meters.
You can also see the graph of the given function as shown below.
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