Answer:
The area of the rectangle is 8 cm 2. 1. Find the area and perimeter of a rectangle with a length of 6 cm and a breadth of 4 cm. 2. A square table cloth has a side of 5 m.
Step-by-step explanation:
<h3>Option A</h3><h3>The monthly lease payment for a 36-month lease on a car is $ 358.64</h3>
<em><u>Solution:</u></em>
Given that,
MSRP of car = $29,000
Percentage of residual = 79% = 
<em><u>Find residual value</u></em>

<em><u>Find the depreciation amount</u></em>
Depreciation amount = cost - residual value
Depreciation amount = 29000 - 22910 = 6090
<em><u>Find Base monthly lease payment</u></em>


<em><u>Find Interest per month</u></em>


<em><u>Find monthly lease payment</u></em>
Monthly lease payment = Base monthly lease payment + Interest per month
Monthly lease payment = 169.1667 + 189.4715 = 358.6382 
Thus monthly lease payment is $ 358.64
Option A is correct
I’d be more than happy to help you if you could give me the graph
The linear speed of a person on this Ferris wheel is about 628.2 ft/min.
<h3>What is Linear Speed ?</h3>
As a body travels a circular path, it has both a linear speed and an angular speed. The rate it travels on that path is the linear speed, and the rate it turns around the center of that path is the angular speed. The linear speed (v) and angular speed (ω) are related by the radius (r) or v = rω .
Given that ;
Radius = r = 50 ft
Frequency = f = 2 rev/min
The angular speed is the product of the angular displacement for one complete turn, namely 2π radians per revolution, and the frequency (f). That is, the angular speed is equal to ω = 2πf. Substituting this into the formula for linear speed (v), we get:
v = r (2πf)
= (50 ft) ( 2π / rev) ( 2 rev/min)
= 200π ft/min
≈ 628.2 ft/min
The linear speed of a person on this Ferris wheel is about 628.2 ft/min.
Learn more about linear speed here ;
brainly.com/question/14413779
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Answer:
Kevin should do 21 shock replacements and 6 brake replacements every week to maximize his weekly income.
Step-by-step explanation:
Since either job takes 2 hours to complete, the total number of jobs that Kevin can complete working 54 hours a week is:

Since replacing shocks gives him a greater income, he should aim to do as little break replacements as possible and as many shock replacements as possible in order to maximize income.
If he has to complete at least 6 break replacements out of the 27 jobs possible, the number of shock replacements he should do is:

Kevin should do 21 shock replacements and 6 brake replacements every week to maximize his weekly income.