Answer:
there is no picture so I dont know what i have to do..
We can use the same equation to figure out with only substituting the amount he was paid per photo.
Site A y = $0.85x = $0.85(5) = $4.25
Site B y = $0.40x = $0.40(5) = $2.00
We can see that Jim was paid $2.25 more at site A than Site B.
From a reliable source, the ratio between the width and the length of the tennis court is equal to 5:12. We let x be the common factor of the given ratio such that the width is equal to 5x and the length is equal to 12x.
The perimeter of the figure is calculated through the equation,
P = 2L + 2W
where P is the perimeter, L is the length, and W is the width.
Substituting the derived expressions to the equation above.
228 = (2)(12x) + 2(5x)
x = 114/17
The width and length are calculated below.
Width = (5)(114/17) = 570/17 ft = 33.53 ft
Length = (12)(114/17) = 1368/17 ft = 80.47 ft
Thus, the dimensions are approximately 33.53 ft and 80.47 ft.
1.
20= 2(x-4)
20/2= 2(x-4)/2
10= x-4
+4 . +4
14=x
The answer to this question is 1,193,400,00 ml of gasoline. We can reach this conflusion through the following equation:
3.9
x 10^3 10 x 10 x 103.9 x 1,0003,900 ml per second. Then, to work out
how many ml are burned in a minute, multiply 3,900 by 60. Therefore, we
can establish that ne commercial airplane burns around 234,000 ml of
gasoline per minute. Next, consider the equation 5.1 x 10^35.1 x 10 x 10
x 105.1 x 1,0005,100. From this, we can work out that 5,100 airplanes
burn 1,193,400,000 ml of gasoline in one minute.
