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· 1-5 · 6-10 · 11-15 · 16-20 · 21-25 · 26-30 · 31-35 · 36-40 · 41-45 · 46-50 · 51-55 ·This is from an old final. I would like to see what it would look like to know what is to come in the class.
Subject:
Computer Science
Topic:
Numerical Computing
Posting ID:
9023
OTA ID:
101620
A problem is needed using microsoft visual C++ to do the following. Problem Description: For your strength of materials course you wilii write a single program using control structures(including nested loops)and file I/O to explore the deflection of a cantilever beam with a point load at the free end. This is to be on the base on the equation for the eleastic curve of the form: y=P/(EI)*(x(cubed)-3Lx(squared)) xcubed is x to the 3rd power and x sqaure is x to the 2nd power Where y is the vertical deflection from the neutral axis-counterline-(inches,negative downward),P is the point load in pounds (lbs.,positive downward), x is the distance from the mounting point of the beam(inc... click for more
Subject:
Computer Science
Topic:
Numerical Computing
Posting ID:
9491
OTA ID:
103642
Design a VBT computer program
Subject:
Computer Science
Topic:
Numerical Computing
Posting ID:
10246
OTA ID:
101620
IEEE 754 floating point number addition
Explore the operation of the IEEE 754 floating point format, using the following steps: (i) Explain how 32-bit (single-precision) floating-point values are stored in memory, and the function of each bit. (ii) Explain how two floating point numbers are added together, specifying all necessary operations on the various parts of the operands and the result. (iii) Illustrate your answer to parts (i) and (ii) with an example - convert the ID number 1250361 to the IEEE 754 format, as well as this number with its seven decimal digits reversed. Add these two quantities and show the result as 32 bits in IEEE 754 format. i.e. 1250361.0 + 1630521.0
Subject:
Computer Science
Topic:
Numerical Computing
Posting ID:
10534
OTA ID:
103996
Gauss-Seidel Program: This is a practice problem given for our upcoming exam.
Subject:
Computer Science
Topic:
Numerical Computing
Posting ID:
10873
OTA ID:
101620
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