Application of the Pythagorean Theorem in Our Daily Life

MATH 5133 Application
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MATH 5133 Application
Step 1
The setting outlines how Pythagorean Theorem can be applied in our day-to-day activities through the information presented. As the setting of the hill shows, a height of 3 feet and a slope of 5 feet gives a ground radius of 4 feet. Therefore, to cut the hill and retain the wall, the cutting should start at the middle of the hill. It implies that the hill will be divided in half to allow the wall's construction. As the diagram shows, the yellow line indicates the wall position, while the hill section to be removed has been shaded dark. The distance from the back of the house to the wall is 62 feet. The digging process should begin in the middle of the slope nearest to the house. The goal is to remove the half that is closer to the house. The scenario is clearly demonstrated in the diagram in step 2.
Step 2
Step 3
In order to complete the project properly and with a lower cost, the best bricks to use are the 12*2*3 (Brick A). This is because they will cost less and allow faster completion of the project than Brick B, which is fairly small. Mathematical knowledge is vital in explaining the aesthetics and other components of life. There are instances where Pythagorean Theorem will be applied throughout the project. The goal is to maintain the angles of the surfaces and ensure that the hill is cut across in half without destroying the aesthetic value of the garden to be created. Geometry is an essential language in the construc...