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Rina8888 [55]
3 years ago
12

each side of a small square gym is 17 meters long. a square classroom has half the area of the gym. how long is each side of the

classroom? you may say what numbers the answer is between (MCC.8.EE.2,MCC.8.EE.7) (hint: figure out the area of the small square gym)
Mathematics
1 answer:
Semmy [17]3 years ago
5 0

If the gym is a square with 17 meters sides, its area is given (as any other square) by the square of the side:

A_{gym} = 17^2 = 289 \text{ m}^2

So, the area of the classroom is

A_{class} = \dfrac{289}{2}=144.5 \text{ m}^2

We can deduce the side of the classroom only assuming that it is a square as well: if this is the case, the side of a square with given area is the square root of the area, so we have

s_{class} = \sqrt{144.5} \approx 12.02 \text{ m}

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Step-by-step explanation:

1.) The equation for the line of least squares regression is given by

Y=mX+c

where Y = Output Variable = Average Cost (in thousands of dollars)

           X = Input Variable = Number of years after 2000

Thus, the given data table transforms as follows:

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To determine the equation precisely, we need to calculate the values of 'm' (Slope) and 'c' (Y-intercept)

Let us take any two random values of X and Y from the above table, so that we have

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Plugging in these two sets of values, we get the following two equations:

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Using this value and plugging it in one of the above equations yields the value of c as

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So, the required equation for the line of least squares regression is

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2.) To estimate the cost of tuition at a 4-year institution in 2000, we can put the value of X to be 0.

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4.) The slope tells us the factor by which the tuition increases each year, starting with the base of 12,563 dollars in 2000.

One way to lower the cost of college tuition is by applying for a waiver based on income level. Alternatively, one can also work at the school.

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