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How To Write For Tv

How To Write For Tv College admissions readers are bright and intuitive and may inform when an essay has been “helped” too much. I se...

Friday, February 28, 2020

Areas Research Paper Example | Topics and Well Written Essays - 500 words

Areas - Research Paper Example Therefore, the total number of square units in the rectangle will be ‘b times h’, which is the area of the rectangle. Thus, the area of a reachable is given by: The line DC is extended to point F. The line AE is perpendicular on the line DC and the line BF is perpendicular on the line DF. The shape (triangle) represented by enclosures ADE and BCF are same (congruent triangles). Therefore, if we cut part ADE from the parallelogram from left and place this to the right on part BCF, than the enclosure ABFE will be a rectangle with base b and height h. Therefore, the area of the parallelogram ABCD will be equal to the area of the rectangle ABFE that is given by: The line DA is parallel to line BC and the line DB is parallel to the line AC. The enclosure DACB represents a parallelogram with base b and height h. The line AB divides the parallelogram DACB into two congruent triangles. Therefore, the area of the triangle ABC will be half the area of the parallelogram DACB, which is given by: Figure 5 shows a trapezoid (enclosure EFGH) with bases b1 and b2, and height h. This trapezoid can be separated in two triangles, triangle FGH and triangle FEH. Thus, the area of the trapezoid will be sum of these two triangles. The triangle FGH with base b1 and height h. and the triangle FEH with base b2 and height h. The circumference C of a circle is equal to its diameter d times π, or 2 times its radius r times π. Finding the area of a circle is related to finding the area of a parallelogram. A circle can be separated into congruent wedge-like pieces, as shown in figure 6 (left). These wedge-like pieces can be arranged to form a figure similar to a parallelogram as shown in figure 6 (right). Thus, the circle has an area that is relatively close to the area of the parallelogram-shaped figure. Therefore, we can use the formula for the area of a parallelogram to find the area of a circle. In

Wednesday, February 12, 2020

Summarise Assignment Example | Topics and Well Written Essays - 750 words

Summarise - Assignment Example His argument is based mainly on children on fourth grade where introduction of academic language tampers with most children’s willingness to enjoy the studies due to lack of understanding complex language used in key subjects like mathematics, science and business (Gee, 2004). The lack of understanding academic language tends to ensure the child always lags behind in his entire reading development. This continued lagging makes it hard for even adults to use academic language. Gee identifies that academic language, thus difficult needs a strong foundation. In his book, Gee (2004) identifies different ways that can boost the understanding and ability to use academic language. He claims that it is necessary for parents to support their children to play video games as they help in the kids’ ability to visualize and identify ways to use complex language. He uses the example of kids using Pokà ©mon learn to use polysyllabic names that boost their vocabularies (Gee, 2004). The kids also generate their skills to use algebraic expressions. This notion portrays that kids from low-income families will suffer more in their ability to use academic language due to lack of experiences with people using academic language. Their parent’s inability to purchase video games for them makes them suffer from gaining exposure to academic language. The author continues his support of the use of media and digital technology by claiming that the internet is the main source of information and interaction is simpler. The interaction on the internet is not biased as it brings connection with different age groups, social classes, and people who have similar ideologies and needs. This makes it easy for the children to gather enough information and skills to use in academic language. Gee (2004) identifies that the best way for kids to develop understanding in academic language is to ensure that the education system should identify ways to limit and prevent the