The equations y = 36x represents the totals cost, y, in dollars, to hire Lavish Landscaping for x hours of work. The table represents the cost to hire Landscape Designs.

Which statement is true

The Equations Y = 36x Represents The Totals Cost, Y, In Dollars, To Hire Lavish Landscaping For X Hours

Answers

Answer 1

If the cost equation, which represents the "total-cost" for "Lavish-landscaping" is "y=36x", then True statement is Option (c) because "Lavish-Landscaping" costs $12 per-hour-less than "Landscape designs.

To select the True statement, we compare the cost of Landscape Designs with the cost of Lavish Landscaping and determine the difference in cost per hour.

We can start by finding the cost per hour for Lavish-Landscaping using the given equation:

y = 36x,

Here, y represents the total cost in dollars and x represents the number of hours of work.

When x = 3, the total cost is $108,

So, the per-hour cost of "Lavish-Landscaping" is $36.

Next, we find the cost per hour for "Landscape-Designs" when x = 3,

For x = 3, the value of y is $144;

So, the per hour cost of "Landscape-Designs" is $48.

To find difference in cost-per-hour, we can subtract the cost per hour for Landscape Designs from the cost per hour for Lavish Landscaping:

⇒ $48 - $36 = $12;

This means that "Lavish-Landscaping" costs $12 "per-hour" less than "Lavish-Landscaping".

Therefore, the correct statement is (c).

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The given question is incomplete,  the complete question is

The equations y = 36x represents the totals cost, y, in dollars, to hire Lavish Landscaping for x hours of work. The table represents the cost to hire Landscape Designs.

   Number Of Hours       Total Cost($)

                  3                           144

                 4                            192

                 5                            240

                 6                            288

Which statement is true?

(a) Landscape designs costs $12 per hour less than Lavish Landscaping.

(b) Landscape designs costs $108 per hour less than Lavish Landscaping.

(c) Lavish Landscaping costs $12 per hour less than Landscape designs.

(d) Lavish Landscaping costs $108 per hour less than Landscape designs


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Answers

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Step-by-step explanation:

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Answers

Answer:

n = 300 and n = 312

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Answer:

1. [tex]f(x) = 750\cdot 0.72^{x}[/tex]

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Answers

Answer:

Its just E

I'm sorry if I'm wrong

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