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The Ultimate Athletes Foot Remedy by Low Jeremy

In an ever-changing world where physical beauty greatly matters, it is only natural for people to strive hard in maintaining their natural beauty. But since not everyone is endowed with perfectly-shaped eyes, nose, brows, and lips along with flawless complexion and lustrous hair, it is only a must that people find ways to somehow make-up for their shortcomings by finding solutions to their problems.

One of the common problems of people with regards to skin diseases is athlete's foot. Characterized by reddish, crackled, flaky skin between toes, dermatologists say that a fungus that usually thrives in warm and moist places causes athlete's foot.

Like any other skin problems, athlete's foot is known to be highly contagious especially by skin contact. In order to avoid it, experts advise people to stay away from places infected skin particles maybe be present.

If you're already suffering from it, don't fret because you can still cure athlete's foot by trying the remedies suggested below.

POPULAR ATHLETE'S FOOT REMEDIES

The most common remedy for this contagious skin disease is by using traditional powders or athlete's foot creams available in various pharmacies. Traditional treatments usually include over-the-counter medications that are known to treat athlete's foot by weakening it.

The most popular OTC athlete's foot medication today is Terbinafine ointmenta prescription drug sold as Lamisilwhich obliterates the fungus. After the application of the ointment, the success of the treatment will depend on the patient's resistance to fungus and immune system.

Aside from taking in or application of medication, athlete's foot can be remedied by proper hygiene like keeping the feet dry all the time. Since the athlete's foot causing fungus thrives in moist areas, keeping your feet dry will lessen the possibility of spreading to other areas of the feet.

Also, make sure that you scrape away the loose skin before applying the medication in the infected area after drying your feet. Other remedies include:

- Putting medicated powder or baking soda in the shoes and socks before you wear them.

- Wearing cotton absorbent socks washed in hot water with bleach.

- Keeping the shoes well ventilated before using them again.

- Using open-toed sandals to keep feet dry as possible.

- Wiping of white vinegar or spraying a disinfectant inside of the shoes to avoid re-infection.

- Applying antiperspirants to keep the feet from sweating.

- Drying the feet thoroughly using hair dryer or a clean towel.

- Spraying of diluted rubbing alcohol after showering can keep the feet dry.

- Applying of aloe vera or aloe gel at least twice a day.

- Soaking feet in a 50/50 mixture of apple cider vinegar and water for 10 15 minutes daily. This will relieve itching because of the antifungal properties of the apple cider vinegar.

- Rubbing a clove of raw garlic on the feet to kill the fungus.

Low Jeremy maintains http://Athletes-Foot.ArticlesForReprint.com. This content is provided by Low Jeremy. It may be used only in its entirety with all links included.

Article Source: http://www.earticlesonline.com/Article/The-Ultimate-Athletes-Foot-Remedy/117650

calc. 1 Optimization Help!!?

A Norman window has the shape of a semicircle atop a rectangle so that the diameter of the semicircle is equal to the width of the rectangle. What is the area of the largest possible Norman window with a perimeter of 37 feet? Solution and walk through please.

Let width of rectangle be x and length be y.
Thus, radius of semicircle will also be x/2.
Arc of semicircle will thus be pi * (x / 2).

Perimeter of rectangle, excluding the side which is not part of the perimeter of the norman window, will thus be y + y + x = 2y + x

Thus, perimeter of entire figure will be pi(x / 2) + 2y + x
Since it is mentioned that the perimeter of the window is 37 feet, we have:
pi(x / 2) + 2y + x = 37
((pi/2) + 1)x + 2y = 37
2y = 37 - ((pi/2) + 1)x
y = (37/2) - ((pi/4) + (1/2))x --- (1)

The area of the semicircle is (1/2) * pi * (x / 2)^2 = (pi x^2) / 8
The area of the rectangle is xy

Let the area of the norman window be A.
Thus, A = ((pi x^2) / + xy --- (2)

Substituting (1) into (2), we have:
A = ((pi x^2) / + x((37/2) - ((pi/4) + (1/2))x)
A = ((pi/8)x^2) + (37/2)x - ((pi/4) + (1/2))x^2
A = (37/2)x - ((pi/8) + (1/2))x^2

Differentiating A, we will get:
A' = 37/2 - ((pi/4) + 1)x

Setting the derivative to zero, we have:
A' = 0
37/2 - ((pi/4) + 1)x = 0
((pi/4) + 1)x = 37/2
x = (37 / 2) / ((pi / 4) + 1)
x = 74 / (pi + 4)

Differentiating A', we have:
A'' = -((pi/4) + 1) < 0

By the second derivative test, we have a maximum at x = 74 / (pi + 4), i.e., x = 74 / (pi + 4) will result in a maximum area of the norman window.

Hence, maximum area of norman window is:
A = (37/2)(74 / (pi + 4)) - ((pi/8) + (1/2))(74 / (pi + 4))^2
A = 1369 / (8 + 2pi) feet^2

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This entry was posted on Sunday, February 14th, 2010 at 9:07 pm and is filed under Medical, Mobility and Special Needs. You can follow any responses to this entry through the RSS 2.0 feed. Both comments and pings are currently closed.