- Please Use Matlab Code Thanks 1 (234.64 KiB) Viewed 81 times
Please use MATLAB code thanks
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answerhappygod
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Please use MATLAB code thanks
Please use MATLAB code thanks
11. A rectangular steel container (no top) has the outside dimensions shown in the figure. The thickness of the bottom surface is t, and the thickness of side walls ist/2. Determine t if the weight of the container is 1,300 lb. The specific weight of steel is 0.284 lb/in.3. T 80 in. L 120 in - 240 in 22. The U.S. population in selected years between 1815 and 1965 is listed in the table below. Determine a quadratic a quadratic equation in equation in the form P = azt2 + 27t+ao, where t is the number of years after 1800 and P is the population in millions, that best fits the data. Use the equation to estimate the population in 1915 (the population was 98.8 millions). Make a plot of the population versus the year that shows the data points and the equation. Year 1815 1845 1875 1905 1965 1935 127.1 8.3 19.7 44.4 83.2 190.9 Population (millions)
11. A rectangular steel container (no top) has the outside dimensions shown in the figure. The thickness of the bottom surface is t, and the thickness of side walls ist/2. Determine t if the weight of the container is 1,300 lb. The specific weight of steel is 0.284 lb/in.3. T 80 in. L 120 in - 240 in 22. The U.S. population in selected years between 1815 and 1965 is listed in the table below. Determine a quadratic a quadratic equation in equation in the form P = azt2 + 27t+ao, where t is the number of years after 1800 and P is the population in millions, that best fits the data. Use the equation to estimate the population in 1915 (the population was 98.8 millions). Make a plot of the population versus the year that shows the data points and the equation. Year 1815 1845 1875 1905 1965 1935 127.1 8.3 19.7 44.4 83.2 190.9 Population (millions)