of his very modern designs which were population at the time. His style was very asymmetric with a wide use of squares and rectangles. He used the line and shape element of design and balance and repetition principles of design. Most of his works included very long thin lines that often spanned the size of the piece. He was very fond of shapes such as squares and rectangles which featured very often in his pieces. These shapes were usually stretched thinly to make a striped pattern which gave the
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were equal to the largest single length. Also that the pentagram can keep repeat itself by drawing it inside the center pentagram. The pentagram is kind of like Pascal’s triangle in the way that has many hidden secrets. Then there was the golden rectangle that everyone was crazy about. It was used in everything from buildings to sculptures to paintings. If you looked at any of their
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Magic Night Themed Web Design from Scratch in Photoshop Source : Source : http://psd.tutsplus.com/tutorials/interface-tutorials/photoshop-web-design-night-theme/ Step 1 Let’s the design begin! First of all‚ this isn’t a basic tutorial‚ so I’ll skip some basic explanations. Anyway‚ anyone with an intermediate – advance level of Photoshop skills will be able to do it. Second‚ it’s really hard to obtain exactly the same result that I’ve got‚ and you must use your imagination and good taste to get
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24-by-4-inch foam core rectangle. 4.Repeat steps 1-2‚ then glue the second magnet strip along the opposite side to create the other track. 5.Place a bead of hot glue along the cut edge and attach one 24-by-2.5 inch foam core rectangle to form a short wall. 6.Repeat step 5 to form the opposite wall. This keeps the train from sliding sideways off the track. 7.To create your train‚ glue the south side of a magnet to each corner of the small foam core rectangle. 8.Turn the train
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1. Calculus is split into two branches‚ differential calculus and integral calculus. Differential calculus is used to find the rates of change for geometric curves. This means that differential calculus is used to find the slope or tangent along a specific direction of a geometric curve. This relates directly to change‚ because finding the slope or tangent of a geometric curve is essentially finding the rate of change for that geometric curve. The other branch of calculus‚ integral calculus‚ is concerned
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De Stijl :- Red‚ yellow and blue rectangles and squares contained by thick black lines‚ or on a distinctly white background‚ is De Stijl‚ as we know it. The De Stijl art movement of 1917 to 1931 included paintings‚ architecture‚ furniture‚ and graphic design. It was based on the idea‚ or rather the principle‚ of absolute abstraction‚ which in lay terms means the elimination of all representational images to be replaced by straight lines‚ right angles‚ and the three primary colors. De Stijl art
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1. If a line y = x + 1 is a tangent to the curve y2= 4x ‚find the point the of contact ? 2. Find the point on the curve y = 2x2– 6x – 4 at which the tangent is parallel to the x – axis 3. Find the slope of tangent for y = tan x + sec x at x = π/4 4. Show that the function f(x) == x3– 6x2 +12x -99 is increasing for all x. 5. Find the maximum and minimum values‚ if any of 6. For the curve y = 3x² + 4x‚ find the slope of the tangent to the curve at the point x = -2. 7. Find
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is the amount of sales above which Company A‘s offer is the better of the two? 9. A square has an area of 49 square inches. If the same amount is added to the length and removed from the width‚ the resulting rectangle has an area of 45 square inches. Find the dimensions of the rectangle. 10. The speed of a vehicle is inversely proportional to the time it takes to travel a fixed distance. If a vehicle travels a fixed distance at 60 miles per hour in 25 minutes‚ how fast must it travel to cover
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parallel to DE meeting the diameter in L. ZL is called the abscissa. If now‚ on ZL as a base‚ we erect a rectangle equal in area to the square on KL‚ the other side of this rectangle may be precisely superposed upon the latus rectum‚ ZT. This property constitutes the best practical definition of the parabola. If a similar construction were made in the case of the ellipse‚ the side of the rectangle would fall short of the latus rectum; in the case of the hyperbola‚ would surpass it. The modern scientific
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used to carry a grand amount of smaller products while cost remain in a stead/safe amount. Mathematical Formulation Below is a list of formulas applied to each question A. Tan = - B. Substitution Area of triangle + Area of rectangle= Area of pentagon C. Differentiation D. The quadratic equation The quadratic formula OR Factorization of the quadratic formula E. Problem solution
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