The unit cost of the fencing and the cost of a bag of mulch together with
the area and perimeter of the garden give a cost sum of $36.5.
Response:
- The amount required to spend is <u>$36.5</u>
<h3>How does the unit cost determine the total cost?</h3>
Cost of the barrier per feet (unit cost) = $0.75
Area covered by one bag of mulch = 7 square feet
Cost of one bag of mulch (unit cost) = $5
From the given diagram, we have;
Area of the garden = 8 ft. × 2 ft. + 0.5 × 8 ft. × 3 ft. = 28 ft.²
Length of fencing = 2 ft. + 8 ft. + 2 ft. + 5 ft. 5 ft. = 22 ft.
- Amount to spend = 4 bags × $5 + 22 ft. × $0.75 =<u> $36.5</u>
Learn more about unit cost here:
brainly.com/question/8957825
Here is the solution for the eqns.
For this case we must find the solution of the following equation:
Rewriting the mixed number in the form of improper fraction we have:
Add 
to both sides of the equation:
We add the fractions with the same denominator:
So, the solution is 
Answer:
Answer:
<h2>A new car worth $25,000 is depreciating (loses value) in value by $1,250 per year. Determine how many years will it take for the car to be worth $8,500.</h2>
<h3>ಠ︵ಠwait what that's not 15 points liar but it's okay and at least it helps✅(≧▽≦)</h3>
<span>y-(-2)=3/5*(x-10)
This can be simplified to y+2=3/5*(x-10)
In slope y-intercept form the equation is
y=3/5*x-3/5*10-2= 3/5x-6-2= 3/5x-8
y=(3/5)*x-8</span>
