Too often in the hustle and bustle of life we forget to take a deep breath, calm down, and embrace the quiet. Many of us are so wired to the point that the quiet scares us, leading to a state of constant overstimulation in which we develop stress, hypertension, and cardiovascular problems. Doesn't sound so fun, does it?
In our hectic everyday world of coffee, office cubicles, kids, and soul destroying commutes, it's nice - and often necessary - to have a peaceful, safe haven we can come back to and just be ourselves in. Unfortunately, for those who live in overcrowded cities, that place is not home. What's worse is that most apartment buildings and even condos don't have garden space for you to calm your mind in.
Have you ever secretly pined away for a career in interior design, even though you're currently stuck in law school because, well, your parents forced you and gave you no other option? Because law school can be a bit rigid in terms of what you learn (pretty much it's just facts and figures and learning sound logic), it's important to indulge your creative side ever once in a while.
You know how people who proclaim they can't draw always muddle through drawing assignments by piecing together a couple of stick figures? Well, that's because stick figures are the absolute easiest figures to draw.
You'd have to be completely insane in the membrane not to get how to tie this scarf knot after watching the video. Capturing a man tying a scarf in extremely slow motion, you'll be run through step by step how to tuck each side and where to make knots.
Check out this detailed video that covers how to mass cast an object with no flat sides. This video is only for very experienced mold makers or the particularly ambitious. When mass casting a part without a flat side, you must create a two-part mold. We create a two-part silicone rubber mold with a clean parting line and then cast the part with Repro. This process can be used in automotive, mechanical, fine art and film special effects uses.
Math has always had the reputation of being nonimaginative, dry, and straight to the point, but mathematicians like to have fun, too! Perhaps that's why they invented imaginary complex numbers dealing with "i."
A complex number is half real (a) and half imaginary (bi), just like that Edward Cullen who makes your heart thump realistically but whose sparkly chest makes you wonder if he's something more.
See how to create complex surface shapes using Network Surface in Rhinoceronous 4. Whether you're new to Rober McNeel & Associates' popular NURBS-based modeling application or a 3D arts professional just looking to better acquaint yourself with Rhino 4's new features, you're sure to be well served by this video tutorial. For more information, including step-by-step instructions, watch this free video guide.
Fancify your slideshows with Apple Aperture 3. Whether you're new to digital photography or merely unfamiliar with Apple's Aperture 3, you're sure to benefit from this free video software tutorial from Lynda, which presents a thorough, step-by-step overview on how to set up complex slideshows within Aperture 3.
This instructional video demonstrates a series of stretches for developing chest muscles. Learn how to do exercises and stretches for your workout routine in this fitness video. Take action: position palm and forearm face out with elbow at 90 degrees using a stretching device, turn away from body, and hold for 20 to 30 seconds. Tom Clifford, the instructor in this how-to video, has a degree in physical education, fitness and health from Eastern Michigan University, where he ran track and cros...
In this video the math teacher explains the meaning of the indefinite integral formula in calculus by stating it in terms of antiderivatives. He then shows in general terms how this indefinite integral formula has a related derivative formula, i.e. if the derivative of F(x) is f(x) then the indefinite integral of f(x) is F(x) plus a constant term (C). With this general relationship the teacher takes us through three related examples where he converts a derivative formula to an integral formul...
In this tutorial the instructor shows how to calculate the sum of reciprocals of complex numbers. If you have to find out the sum of the reciprocals of two complex numbers first you will have to find out the least common multiple of the denominators. To do this multiply the numerator and denominator of the first fraction by the second complex number. Similarly multiply the numerator and denominator of the second fraction by the first complex number. Now you will have two fractions whose denom...
In this video tutorial the author shows how to find the perimeter and area of a complex figure. He shows that a complex figure can be subdivided into standard geometric figures. In the current example he divides the complex figure into a rectangle and a triangle. Now he computes the perimeter by adding the three sides of the rectangle and the two sides of the triangle. Similarly he computes the individual areas of the rectangle and the triangle and finally adds then up to find the area of the...
In this tutorial the author explains how to compute the area of a complex figure. Now he first defines what a complex figure is by saying that a complex figure is a figure made up of two or more basic shapes. He uses an example to convey his idea and breaks that sample figure into basic squares and rectangles. Now he computes the areas of these individual units separately and finally puts them together to arrive at the final area of the complex figure. If you are looking to compute the area o...
In this video the instructor shows how to simplify a complex fraction. A complex fraction is a fraction that has fractions in both the numerator and the denominator of the original fraction. Complex fractions can look intimidating but are generally simple to solve, as shown in this video. A fraction is nothing but a division of its numerator and its denominator. So in a complex fraction basically you are dividing two fractions. Now you can turn this division into multiplication by multiplying...
In this video you can learn how to simplify complex fractions. Look at the example in the illustration. To simplify this complex problem, you would first add the number 1 under the whole number in the denominator, to make it a fraction. Then change it from a division problem by simply inverting (flipping the numbers over) in the second part of the problem. Then multiply the numerators and the denominators across and simplify the problem further, if necessary. To simplify this complex problem,...
The true test of good technical drawing is being able to handle multiple vanishing points and levels of ground at the same time. So rather than just creating a scene on the same uniform plane, you add additional height and width with complex levels.
In this algebra video the instructor shows how to work with complex numbers. When you have a positive number under the square root, you can easily find its value by writing it in the form of product of numbers, and then solving. That is, to find the square root of a positive number, you can find another number which multiplied by itself gives the original number. This new number becomes the square root of the original number. But when you are asked to find out the square root of a negative nu...
This is a great instructional video on education. This educational video teaches you how to simplify a complex fraction with a single fraction on bottom. Let us learn this with an example. Let us assume we have to simplify the complex fraction 5 by x-4 divided by 5-4x by 5. When you simplify this you will get 5-4x over x divided by 5-4x over 5. You will now get 5-4x over x multiplied by 5 over 5-4x. This is equal to 5 over x. This is how we have to simplify a complex fraction with a single fr...
In this tutorial the instructor shows how to simplify complex fractions. A complex fraction is the same as a normal fraction, but has a fraction problem in the numerator and a fraction problem in the denominator. The first thing to do is arrive at a simple fraction both in the numerator and the denominator. To do this take the lcm of the denominators of the fractions in the numerator and simplify it. Similarly do this in the denominator. Now both the numerator and the denominator have a simpl...
Watch this video to learn how to calculate the area inside complex figures--shapes composed of multiple smaller, simpler shapes. The first step is to break the shape into its simpler component shapes. Then, using the information you have about the large shape, find all information you can about the smaller ones: base, height, etc. Next, find the areas of the smaller component shapes. Finally, add the areas of each of the component shapes together to find the area of the complex shape. Now you...
Check out this instructional electric guitar video that shows you how to simplify complex riffs on the electric guitar. This is Season 3, Episode 26 of Dave Weiner's Riff of the Week series titled "Complex Riffs Made Easy." Dave Weiner is a Favored Nations recording artist, a G.I.T. graduate, and has been playing in Steve Vai's band since 1999. With this lesson and a bit of practice, improve your guitar playing skills by learning to simplify complex riffs and to improvise a little on the elec...
Check out this Thai language tutorial that teaches you how to say complex Thai vowels. This lesson includes useful phrases and words for traveling in Thailand. Make sure you know these and enjoy the Thai culture, beaches and company of Thai people. Practice your Thai language skills and learn how to pronounce complex vowels in Thai with this instructional language video!
To simplify a complex fraction, turn it into one fraction on the top divided into a fraction on the bottom. Once this is complete, you will turn the division into the two into a multiple by the reciprocal, factor, and then cancel. To make a division, find the lowest common denominator of both the top and the bottom. Once you get this division equation, look carefully at the equations. If something can be easily canceled, go ahead and cancel it out at this time. If you cannot cancel anything a...
Have you ever wanted to own your own city? Well, now you can (on paper, at least). In this drawing tutorial, you'll be run through how to create a very three dimensional, believable Medieval style city using complex levels.
Spiral staircases are complicated enough to look at, so imagine how much hard work goes into replicating these twirly architectural wonders on paper. Though more difficult than drawing straight, normal staircases which mostly require straight lines, spiral staircases add interest to your drawing.
Take the original duct tape wallet idea to the next level with this version! In this video, learn how to craft a complex duct tape wallet sure to impress all your duct tape maniac friends! Show off your unique talent at school with this unique wallet!
In this audio editing software tutorial you will learn how to create complex mixes and special effects using Automation in SONAR 5. Learn how to use SONAR's Automation drawing features to get more control over your mix and special effects. Originally recorded for SONAR 5
This instructional origami video will show you how to fold a complex origami star. You will need twenty pieces of scrap paper complete this origami project. When you are finished folding this difficult origami star, you can hang it above your bed to remind you of the cosmos.
If you're new to DreamCoder for MySQL, one of the things you may want to know how to do is write complex SQL queries. Happily, this tutorial will walk you, step by step, through the process. To learn how to use the DreamCoder Query Builder, press play!
This 3D design and animation tutorial for beginners using Autodesk Maya 8.5 software teaches users how to create and model complex polygonal objects.
In this 3ds Max video tutorial you'll see how the spline method can be used to model a very complex form, such as the ear, in Autodesk's 3D Studio Max digital graphic modeling software. You'll see several tools found in EditPoly for creating overhangs, and also look at attaching the ear seamlessly with an existing head. This process works directly in conjunction with Adobe Photoshop, specifically topology, just so you know.
In order to simplify complex rational expressions, it is important to be able to find the lowest common denominator. Complex rational expressions are fractions that are divided by fractions. When you have found the lowest common denominator, then, you should multiply both fractions by the common denominator.
Imitation is the best form of flattery, right? In the case of this picture of a roadside apartment complex, imitation will help you learn about perspective and vanishing points, and how architectural features align with these two drawing caveats to create a realistic picture.
Have you always secretly harbored a love for urban design or architecture but your parents made it clear to you that they would only financially support you through school if you studied pharmacy? We know your situation sucks, but just because you can't get a degree in urban planning doesn't mean you can't sketch out designs of beautiful cities.
In order to simplify complex variables, you must first consider the numerical values separate from the variable. In the case of 24x/48x, you would look at the numbers alone to see if they have any factors. These numbers have the number 6 in common. So, divide it by 6. This will give you 4/8. This still requires some simplification. Two is still a factor for both. So, divide it again by four. This will give you 1/2. Now, if the numerator was raised to the second power, in the original equation...
Have you ever wanted to be an architect? Okay, maybe not, especially considering the days without sleep working on presentations, the torturous physics, and the neverending years of school. But despite all the work, being able to replicate and design reality on paper is pretty cool.
You Tube User robichaudd teaches you how to simplify a complex fraction with 3 fractions top and bottom. Your result should be 1 fraction over 1 fraction. To do this you must find the L.C.D. at the top, which x cubed. That is the largest variable there. Thus, the L.C.D. at the bottom is x squared. Now you want to make each x below the fraction line be x cubed, respectively x squared. You then have one large fraction over one large fraction. But that is just one large fraction multiplied by th...
A video from free math tutoring that teaches you a method of factorization of a complex polynomial. The tutor shown in the video demonstrates how to factorize common functions of a variable by the factor method. This video isn't for advanced learners of mathematics. It is for beginner to intermediate level viewers.
