LiterallyNightwing
Better Than Batman
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what answers are there to x^2/5 + sin2x = 1
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doubtAnswer is 2
2.28x ≈ -1.35 x ≈ -0.82 x ≈ 0.79 x ≈ 1.29
do these work?
lol u cant even solve this by hand browhat answers are there to x^2/5 + sin2x = 1
This website is turning into school nowwhat answers are there to x^2/5 + sin2x = 1
idk bruv i'm doing a test rn just using chatgpt bcuz i didn't study at all. I think its going alr but its unrealiable as i don't half wolfram.I graduated a top 5 uni with a stem degree and even I don’t remember how to solve this in my head as a browse looksmax in the shower .
Is there some trig identity that will help you cuz I can’t solve this with basic algebra
If all you’re doing is algebra use desmos graphing calculator. ChatGPT can’t do mathidk bruv i'm doing a test rn just using chatgpt bcuz i didn't study at all. I think its going alr but its unrealiable as i don't half wolfram.
it can if u phrase ur questions rightChatGPT can’t do math
It’s trigonometryCan this be solved with 9th Grade math knowledge?
We’re allowed a calculatorIf all you’re doing is algebra use desmos graphing calculator. ChatGPT can’t do math
What class is this for? Is it multiple choice? Weird how they’re giving you questions that can’t be solved by hand unless im missing something
import math
def f(x):
return x**2/5 + math.sin(2*x) - 1
def f_prime(x):
return 2*x/5 + 2*math.cos(2*x)
def newton_raphson(guess, epsilon=0.0001, max_iterations=100):
x = guess
for _ in range(max_iterations):
fx = f(x)
if abs(fx) < epsilon:
return x
x = x - fx / f_prime(x)
return None
# Solve the equation using the Newton-Raphson method
initial_guess = 0
solution = newton_raphson(initial_guess)
if solution is not None:
print("Approximate solution:", solution)
else:
print("No solution found within the given number of iterations.")
Bro thinks he’s chat gptTo find the solutions to the equation �25+sin(2�)=15x2+sin(2x)=1, we need to solve for the values of �x that satisfy the equation. Unfortunately, there is no algebraic method to obtain an exact solution for this equation.
However, we can use numerical methods or approximation techniques to estimate the solutions. Let's use an example solution using a numerical method called the Newton-Raphson method:
Performing these steps iteratively, we can find numerical approximations for the solutions to the equation. However, it's important to note that there may be multiple solutions to this equation, and the Newton-Raphson method may only converge to one of them or a subset of them.
- Start with an initial guess for �x. Let's choose �0=0x0=0.
- Apply the Newton-Raphson iteration formula:��+1=��−�(��)�′(��)xn+1=xn−f′(xn)f(xn)where �(�)=�25+sin(2�)−1f(x)=5x2+sin(2x)−1 is the equation we want to solve.
- Calculate �′(�)f′(x), the derivative of �(�)f(x) with respect to �x.
- Plug in �0x0 and �(�0)f(x0) into the iteration formula to find �1x1. Repeat this process until you reach a satisfactory approximation for �x.
Using computational software or programming languages like Python, you can implement the Newton-Raphson method to find the numerical solutions.
All new knowledge is good but also its an mvp thread, the level of entertainment you get from his posts are equivalent to a day spent in schoolThis website is turning into school now
Yes Bcuz i have to redo itDo you still need to solve this?
Its a good communityno way this curry asked math help on an incel forum