Write a F90 program to calculate sin(x) taking appropriate number of terms.

Q: Write a F90 program to calculate sin(x)

A: Code of the FORTRAN program to find Sin(x) using Taylor series is : ! Finding the sin value using…

Q: Sin(x) can be expressed by Taylor series as below x3 =x - x5 x7 3!' 5! sin(x )Σw- (-1)"x²n+1 (2n+1)!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Sin(x) can be expressed by Taylor series as below sin(x) = En=0 (-1)"x²n+1 x3 (2n+1)! 3! 5! 7! Write…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Sin(x) can be expressed by Taylor series as below (-1)"x²n+1 = x x3 + 3! sin(x) = 2 (2n+1)! 5! 7!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Sin(x) can be expressed by Taylor series as below x3 = x - 3! sin(x) = En=0 (-1)"x2n+1 x5 x7 (2n+1)!…

A: Code clc;clear alln=input('Enter the number of terms: '); %User enters number of termsif(n<0)…

Q: Sin(x) can be expressed by Taylor series as below x5 X--+ 5! sin(x) = En=0 (-1)"x2n+1 x7 (2n+1)! 3!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Sin(x) can be expressed by Taylor series as below x5 x7 x3 + 3! sin(x) = En=0 (-1)"x2n+1 (2n+1)! 5!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Sin(x) can be expressed by Taylor series as below sin(x) Ση- ' 50 (-1)"x2n+1 (2n+1)! = x - 3! 5! 7!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Sin(x) can be expressed by Taylor series as below sin(x) = Ln=0 (-1)"x²n+1 - = x - 3! x3 x5 (2n+1)!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Sin(x) can be expressed by Taylor series as below sin(x) = E -1)"x2n+1 (2n+1)! x3, x5 x7 2n=0 =x –…

A: GIVEN : Calculate sin(x) in Taylor series using F90 program.

Q: Sin(x) can be expressed by Taylor series as below sin(x) = Ln=0 (-1)"x²n+1 x3 = x - 3! (2n+1)! 5! 7!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Sin(x) can be expressed by Taylor series as below x5 x3 = x · 3! sin(x) = En=0° (-1)"x²n+1 x7…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Write an F95 program to read an integer value from the user and print it's multiplicative inverse in…

A: Write an F95 program to read an integer value from the user and print it's multiplicative inverse in…

Q: Sin(x) can be expressed by Taylor series as below sin(x) = En=0 (-1)"x²n+1 = x x5 + 5! (2n+1)! 3! 7!…

A: Program Approach:- 1.Declare variables  2.Take the input from the user  3.Calculate the…

Q: Sin(x) can be expressed by Taylor series as below (-1)"x2n+1 x3 x5 x7 sin (x) Σm-0 = x (2n+1)! 3! 5!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Sin(x) can be expressed by Taylor series as below sin(x ) Ση-0 (-1)"x2n+1 x3 x5 (2n+1)! 3! 5! 7!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Sin(x) can be expressed by Taylor series as below (-1)"x²n+1 = x x3, x5 x7 sin(x ) ΣT-0 (2n+1)! 3!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Sin(x) can be expressed by Taylor series as below sin(x) = Ln=o (-1)"x²n+1 = x x3 + 3! (2n+1)! 5! 7!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Sin(x) can be expressed by Taylor series as below (-1)"x2n+1 2n=0 x5 sin(x ) ΣW-0 -= x - (2n+1)! 3!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Sin(x) can be expressed by Taylor series as below (-1)"x²n+1 = x x3 x5 x² sin(x) = Ln=0 (2n+1)! 3!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Sin(x) can be expressed by Taylor series as below (-1)"x²n+1 x3 = x x5 x7 sin(x) = Ln=0 (2n+1)! 3!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Sin(x) can be expressed by Taylor series as below (-1)"x²n+1 x5 x7 sin(x) = En=0 = x 3! (2n+1)! 5!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Sin(x) can be expressed by Taylor series as below sin(x) = 0 (-1)"x²n+1 (2n+1)! x3 = x - 3! x5 5! 7!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Sin(x) can be expressed by Taylor series as below (-1)"x2n+1 sin(x) = E + = x – (2n+1)! 3! 5! 7!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Sin(x) can be expressed by Taylor series as below (-1)"x²n+1 x3, x5 x7 sin(x) = E=0 (2n+1)! 3! 5! 7!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Sin(x) can be expressed by Taylor series as below sin(x) = Ln=0 (-1)"x2n+1 x3 -= x 3! (2n+1)! 5! 7!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Sin(x) can be expressed by Taylor series as below sin(x)Σn- 1 (-1)"x2n+1 x5 x7 = ) = S00 X --+…

A: Program Approach:- 1.Declare variables  2.Take the input from the user  3.Calculate the sin(x)…

Q: Sin(x) can be expressed by Taylor series as below (-1)"x²n+1 -= x x5 x7 x3 sin(x) = En= (2n+1)! 3!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Write a C++ space program to take 5 input numbers and output the standard deviationfor these number

A: The program in C++ to find Standard deviation of the numbers is   #include <iostream>…

Q: Sin(x) can be expressed by Taylor series as below (-1)"x²n+1 x3 = x x5 x7 sin(x) = En=0 (2n+1)! 3!…

A: Step 1:- Program Approach:- 1.Declare variables  2.Take the input from the user  3.Calculate the…

Q: Sin(x) can be expressed by Taylor series as below (-1)"x2n+1 x³ = x x5 x7 sin(x) = Ln=0 (2n+1)! 3!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Write a c-program to evaluate and print the truth table for (P ∧ Q) ∨ R.

A: Program: Programs are used to interact with the computer system. The main objective of the program…

Q: Sin(x) can be expressed by Taylor series as below (-1)"x2n+1 2n=0 x5 + 3! x3 x7 sin(x) = ) (2n+1)!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Sin(x) can be expressed by Taylor series as below sin(x) = En= (-1)"x2n+1 = x (2n+1)! 3! 5! 7! Write…

A: Program Approach:- 1.Declare variables  2.Take the input from the user  3.Calculate the sin(x)…

Q: Sin(x) can be expressed by Taylor series as below (-1)"x²n+1 = x x5 x3 sin(x) = En=0 (2n+1)! 3! 5!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Sin(x) can be expressed by Taylor series as below sin(x) = En=0 (-1)"x2n+1 x3 =x -=+ 3! 5! (2n+1)!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Sin(x) can be expressed by Taylor series as below sin(x ) Σ-0 (-1)"x²n+1 =x - 3! x3 x5 (2n+1)! 5! 7!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Sin(x) can be expressed by Taylor series as below (-1)"x2n+1 = x x5 x7 x3 sin(x ) ΣΥ=01 = ) (2n+1)!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Sin(x) can be expressed by Taylor series as below (-1)"x2n+1 sin(x) = En=0 x5 X --+ 3! x3 x7 (2n+1)!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Sin(x) can be expressed by Taylor series as below (-1)"x2n+1 = x x3 x5 x7 sin(x) = En=0 00 (2n+1)!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Sin(x) can be expressed by Taylor series as below (-1)"x²n+1 = x x5 + 3! x3 sin(x) = Ln=0 (2n+1)! 5!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Sin(x) can be expressed by Taylor series as below (-1)"x²n+1 = x x3 x5 sin(x) = Ln=0 (2n+1)! 3! 5!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Sin(x) can be expressed by Taylor series as below (-1)"x2n+1 = x x5 + 5! x3 x7 sin(x) = En=0 (2n+1)!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Write C++ program to read Input x from user and print the value of : x2 + 3x -100.

A: #include <iostream> using namespace std; int main(){    float x;  //for storing input    float…

Q: Sin(x) can be expressed by Taylor series as below sin(x) = y0 (-1)"x²n+1 (2n+1)! x5 x7 E x - 3! 5!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Sin(x) can be expressed by Taylor series as below sin(x ) Σ- (-1)"x2n+1 x3 x5 x7 (2n+1)! 3! 5! 7!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Sin(x) can be expressed by Taylor series as below sin(x) = En=0 (-1)"x²n+1 x3 x5 x7 (2n+1)! 3! 5! 7!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Sin(x) can be expressed by Taylor series as below sin(x) = En=0 (-1)"x²n+1 x3 x5 x7 + (2n+1)! 3! 5!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Sin(x) can be expressed by Taylor series as below sin(x) = En=0° (-1)"x²n+1 x3 x5 x7 (2n+1)! 3! 5!…

A: Taylor series :  this series approximation will give the value of  function which has finite term…

Q: Write a LMC program to input two values (assuming smaller first) and output all the numbers between…

A: