A local 4-H club surveyed its members, and the following information was obtained: 14 members had rabbits, 10 had goats, 4 had b
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We have been given 4 points . We are asked yo plot these points on coordinate plane and find the area of the figure.
Upon plotting our given points, we will get a rectangle as shown in the attached file.
We can see that the width is 5 units that is difference between y-coordinates of point .
We can see that the length of rectangle is 6 units that is difference between x-coordinates of point .
We know that area of rectangle is length times width.
Therefore, the area of the figure would be 30 square units.
The hull speed of a boat when given by the function v = 1.34√l, makes the expression represent the speed of Santa Monica, v = a√b, with <u>a = 1.34</u>, and <u>b = ln - 10</u>, where lₙ is the length of the Nina Pinta. The restriction on lₙ is that <u>lₙ > 10</u>.
In the question, we are asked to express the speed of the boat of Santa Monica in terms of the length, lₙ of the Nina Pinta.
We are informed that the function is represented as v = a√b, for the speed of Santa Monica.
We are given that the hull speed of a boat of length l is given as v = 1.34√l.
Comparing, the speed of Santa Monica v = a√b, to the general formula v = 1.34√l, we get:
a = 1.34, and
b = the length of the boat of Santa Monica.
The length of the boat of Santa Monica is 10 ft. shorter than of Nina Pinta.
Thus, b = lₙ - 10, where lₙ is the length of the boat of Nina Pinta.
Since b has to be positive, as the function involves square root over b, lₙ - 10 > 0, or, lₙ > 10, is the restriction on the length of the boat of Nina Pinta.
Thus, the hull speed of a boat when given by the function v = 1.34√l, makes the expression represent the speed of Santa Monica, v = a√b, with <u>a = 1.34</u>, and <u>b = ln - 10</u>, where lₙ is the length of the Nina Pinta. The restriction on lₙ is that <u>lₙ > 10</u>.
Refer to the attachment for the complete question since the question provided is incomplete.
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Answer:
8 pi yd.
Step-by-step explanation:
The circumference of a circle can be calculated as follows:
c =
Where r is the radius of the circumference.
So in our case:
c = yd.