parking lot, what equations would you use for the perimeter and area of the parking lot?
Answer:
x+y=200
xy=9,600
Step-by-step explanation:
The diagram shows rectangular parking lot with sides of x feet and y feet.
1. The area of the rectangle is given by
A=Length \times Width
A = xy -------------------------(1)
We are given that the area of the parking lot is 9,600\ ft^2, then
eq(1) becomes
9,600 = xy ---------------------(2)
2. A parking lot has a 200ft fence built along two adjacent sides of lengths x and y, then
Then the perimeter of the two adjacent sides
x+y=200---------------------------------(3)
Thus ,The system of two equations are
x+y=200
xy=9,600
It is the LCM of 176 & 342
176 = 2^4 * 11
342 = 2 * 3² * 19
2^4*11*2*3²*19 =
30096 is your answer
29.94 m/s
B.
29.94 m/s²
C.
12.62 m/s
D.
12.62 m/s²
The greyhound's average acceleration will be;
⇒ Acceleration = 12.62 m/s²
What is an expression?
Mathematical expression is defined as the collection of the numbers variables and functions by using operations like addition, subtraction, multiplication, and division.
Given that;
A greyhound can go from a state of resting to running at 19.44 meters per second in 1.54 seconds.
Now,
Since, A greyhound can go from a state of resting to running at 19.44 meters per second in 1.54 seconds.
Hence, Initial velocity = 0
Final velocity = 19.44 meter per second
And, Time = 1.54 seconds
Since, Acceleration = Change in velocity / Time
Hence, We get;
⇒ Acceleration = Change in velocity / Time
⇒ Acceleration = (19.44 - 0) / 1.64
⇒ Acceleration = 19.44 / 1.64
⇒ Acceleration = 12.62 m/s²
Thus, The greyhound's average acceleration will be;
⇒ Acceleration = 12.62 m/s²
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