How to resolve the algorithm Real constants and functions step by step in the Zig programming language

Published on 12 May 2024 09:40 PM
#Zig

How to resolve the algorithm Real constants and functions step by step in the Zig programming language

Table of Contents

Problem Statement

Show how to use the following math constants and functions in your language   (if not available, note it):

Let's start with the solution:

Step by Step solution about How to resolve the algorithm Real constants and functions step by step in the Zig programming language

Source code in the zig programming language

const std = @import("std");

pub fn main() void {
    var x: f64 = -1.2345;
    std.debug.print("e = {d}\n", .{std.math.e});
    std.debug.print("pi = {d}\n", .{std.math.pi});
    std.debug.print("sqrt(4) = {d}\n", .{std.math.sqrt(4)});
    std.debug.print("ln(e) = {d}\n", .{std.math.ln(std.math.e)});
    std.debug.print("exp(x) = {d}\n", .{std.math.exp(x)});
    std.debug.print("abs(x) = {d}\n", .{std.math.absFloat(x)});
    std.debug.print("floor(x) = {d}\n", .{std.math.floor(x)});
    std.debug.print("ceil(x) = {d}\n", .{std.math.ceil(x)});
    std.debug.print("pow(f64, -x, x) = {d}\n", .{std.math.pow(f64, -x, x)});
}

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