The formula Z = [(eax - e ax)/ 2] sin (x + b) + a log [(b + x) / 2] is to be evaluated for all combinations of x: 1.0(0,1) 2.0 a: 0.10(0.05)0.80 b: 1.0(1.0) 10.0 where x: 1.0(0.1) 2.0 means x = 1.0,...

The formula<br>Z = [(eax - e ax)/ 2] sin (x + b) + a log [(b + x) / 2]<br>is to be evaluated for all combinations of x: 1.0(0,1) 2.0<br>a: 0.10(0.05)0.80<br>b: 1.0(1.0) 10.0<br>where x: 1.0(0.1) 2.0 means x = 1.0, 1.1, 1.2,. 2.0 and so<br>on. (There are 11 × 15 x 10 = 1650 combinations.) For<br>each combination a line giving x, a, b, and Z values is to be<br>written. Write a program containing three DO loops to carry<br>out this computation.<br>

Extracted text: The formula Z = [(eax - e ax)/ 2] sin (x + b) + a log [(b + x) / 2] is to be evaluated for all combinations of x: 1.0(0,1) 2.0 a: 0.10(0.05)0.80 b: 1.0(1.0) 10.0 where x: 1.0(0.1) 2.0 means x = 1.0, 1.1, 1.2,. 2.0 and so on. (There are 11 × 15 x 10 = 1650 combinations.) For each combination a line giving x, a, b, and Z values is to be written. Write a program containing three DO loops to carry out this computation.

Jun 10, 2022

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The formula Z = [(eax - e ax)/ 2] sin (x + b) + a log [(b + x) / 2] is to be evaluated for all combinations of x: 1.0(0,1) 2.0 a: 0.10(0.05)0.80 b: 1.0(1.0) 10.0 where x: 1.0(0.1) 2.0 means x = 1.0,...

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