<h2>
362.8 meter^2 </h2>
(rounded by the nearest tenth .79>.8)
<h3 />
<u>Formula:</u>
A=2⋅π⋅r⋅h+2⋅π⋅r^2
<u>Equation:</u>
<h3>
2⋅ 3.14⋅ 5.3⋅ 5.6+ 2⋅ 3.14⋅ 5.3^2 =</h3><h2>
362.8 m^2</h2>
It would be 24 because 1 dozen = 12×2= 24
Answer:
C = (36/3)* $24
C = $288
Step-by-step explanation:
In this question, we are asked to write an equation for cost c of the section of fence needed for the garden and the solve for the value c.
C is already assigned as the cost of the sections she needs for her garden.
We were made to understand that the perimeter of the garden is 36 feet, with a 3 feet each section. Now, what we need to do is to know the number of sections that we have. Since, each section is 3 feet, and the total perimeter is 36 feet, this means that the total number of sections needed would be 36/3. Each of the section as we were told costs $24, so we can then proceed to calculate the value of C from there.
C = (36/3)* $24
This is the equation that gives the cost. The actual value of the cost is thus:
C = 12 * 24 = $288
The total cost of the sections if the Fence is $288
9+(x/2)
there is no equal so this is the best i can do
if y=x^2
all you have to do is plug in the numbers like for y it would be
4=x^2 it would be -2 and 2
