I. A student is piven a letter grade according to the following table: Numerical Grade 80 to 100 75 to 79 70 to 74 6510

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I A Student Is Piven A Letter Grade According To The Following Table Numerical Grade 80 To 100 75 To 79 70 To 74 6510 1 (43.17 KiB) Viewed 34 times

I. A student is piven a letter grade according to the following table: Numerical Grade 80 to 100 75 to 79 70 to 74 6510 69 60 10 64 35 to 39 SO 1054 40 10 49 35 to 39 33 to 34 31 to 32 Oto 30 Grade A A- B B R- C+ с C- D D D. F Using this information, write a C++ program that accepts a student's numerical grade, converts the numerical grade to an equivalent grade as shown in the table above and displays the grade Use if-else statement 2. The conversion formula for converting Celsius to Fahrenheit temperature is Fahrir (Colux9.03.0) + 32.0 The approximate conversion formula is given by Fahrenheit (Celsius 3) + 30 (a) Starting from a Celsius temperature of degrees, write a C++ program that determine when the approximate equivalent Fahrenheit temperature differs from the exact equivalent value by more than 4 degrees. Use a while loop thest terminates when the difference between approximate and exact Fahrenheit equivalents exceeds 4 degrees. How many times does the while loop executed (b) WesteaC++ program that produces a tablc of Celsius temperatures, exact Fahrenheit quivalent temperatures, approximate Fahrenheit equivalent temperature, and the difference between the exact and approximate equivalent Fahrenheit values. The table should begin at 0 degrees Celes, use 2-degree Celsius increments, and terminate when the difference between exact and approximate values is more than 4 degrees 3. The expansion of a steel bridge as it is heated to a final Celsius temperature, Tr. from an initial Celsius temperature. Te can be approximated by using this formula werp IITY. w is the coefficient of expansion which for me is 11.7 x 10 Lis the length of the bridge at temperature Write a program that displays a table of expansion lengths for a steel bridge that is 7365 meters long at 0 degrees Celsius, as the temperature increases to 40 degrees in 5-degree increments. Use for loop