Question

In: Math

Suppose that we have a rectangle ABCD with AB = 4 inches and BC = 16...

Suppose that we have a rectangle ABCD with AB = 4 inches and BC = 16 inches.

Find the perimeter of a square that has the same area is ABCD.

Find the length and width of a rectangle that has the same area as ABCD and twice the perimeter of ABCD.

Solutions

Expert Solution

1, The perimeter of a square that has the same area of rectangle ABCD is 32 sqr. Inches

2,

Length= 38.34 in

Width= 1.66 in


Related Solutions

A grade line AB having a slope of -4% intersect another grade line BC having a...
A grade line AB having a slope of -4% intersect another grade line BC having a slope of +2% at B. The elevations of points A, B and C are 93 m, 87 m and 92 m respectively. Determine the: a) elevation of the sag of the 200 m vertical parabolic curve to connect the grade lines; b) location of sag from where the curve starts; c) station of sag if PI is at station 10+20 (format: 00+00.00); d) vertical...
AZ|AB = 272° 09’ 15” BRG|BC = S 16° 13’ 51” W       AZ|CD = 96° 52’...
AZ|AB = 272° 09’ 15” BRG|BC = S 16° 13’ 51” W       AZ|CD = 96° 52’ 00” BRG|DA = N 7° 42’ 35” W you were given directions (bearings or azimuths) of 4 sides of a closed polygon traverse: ABCDA. By taking the difference between successive azimuths, find the four deflection angles (i.e., angles from the projection of the previous line to the next line) for this traverse. For example: DEFL ∠B = AZ|BC – AZ|AB. What is the sum...
Suppose you have a piece of cardboard with length 32 inches and width 20 inches and...
Suppose you have a piece of cardboard with length 32 inches and width 20 inches and you want to use it to create a box. You would need to cut a square out of each corner of the cardboard so that you can fold the edges up. But what size square should you cut? Cutting a small square will make a shorter box. Cutting a large square will make a taller box. Since we haven’t determined the size of the...
Suppose we have 4 students and we take their phones then return the phones to them...
Suppose we have 4 students and we take their phones then return the phones to them randomly. Let X be the number of students who receive their own phone. Create a probability distribution chart for X.
Suppose we have 6 distinct items and we want to place 4 in one bin and...
Suppose we have 6 distinct items and we want to place 4 in one bin and 2 in the other. How many ways can this be done if order does not matter? (answer is 15)
16. Eugene has type O+ blood, and Matilda has type AB+ blood. (a) Could they have...
16. Eugene has type O+ blood, and Matilda has type AB+ blood. (a) Could they have a child that is Rh negative? Why or why not? (b) List all possible blood types of their offspring.
4. Suppose we have a market for coffee and pastries. a. Graph the market (no need...
4. Suppose we have a market for coffee and pastries. a. Graph the market (no need to give numbers for endpoints of the budget constraint) and show an optimal consumption bundle. b. Suppose the price of coffee drops. Graph the new budget constraint. c. Now, illustrate the INCOME and SUBSTITUTE effects of the price change and show the new optimum. Remember, you must draw the imaginary budget constraint and then find the tangency on the new budget constraint.
4. Suppose that we have a set of temperature measurements in degree Celsius whose variance is...
4. Suppose that we have a set of temperature measurements in degree Celsius whose variance is 25(◦C)2. What is the standard deviation of same set of measurements in degree Fahrenheit? (The formula connecting degree Celsius and degree Fahrenheit is: Y (◦F) = 1.8X(◦C) + 32.) please explain clearly
4-) Suppose we have an economy which is in a long-run equilibrium. a) Graph this economy...
4-) Suppose we have an economy which is in a long-run equilibrium. a) Graph this economy using long-run and short-run Phillips curves. b) Now suppose the aggregate demand decreased as the government spending is reduced. Show what happens to the economy on a Phillips curve graph. Where is the economy’s current position on the graph now? Is it possible to return to the original position (with the initial inflation and unemployment levels) through monetary policy? Explain. c) Now, you should...
4. The average winter snowfall in Anchorage, Alaska is 74.5 inches. Suppose the standard deviation is...
4. The average winter snowfall in Anchorage, Alaska is 74.5 inches. Suppose the standard deviation is 19.6 inches. - Find the probability that a winter has less than 87.3 inches of snow. (Round to four decimal places.) - Find the probability that a randomly selected winter has between 60.1 inches and 87.3 inches of snow. (Round to four decimal places.) - The snowiest winter on record was 2011-2012, where 134.5 inches of snow fell; the least snowiest winter on record...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT