# Solving h(x): Find the Right Answer

• Roni1985
In summary, the Wronskian of f, g, and h is 6x, where f(x)=1, g(x)=x, h(0)=0, and h'(0)=0. To find h(x), we can use the method of undetermined coefficients and solve for h''=6x. This results in h(x)=x^3.

## Homework Statement

the wronskian of f, g and h is 6x
W(f,g,h)=6x
f(x)=1
g(x)=x
h(0)=0
h'(0)=0

find h(x).

## The Attempt at a Solution

I just need someone to solve it and compare it with my answer.

from the Wronskian I get
h''=6x
I use the method of undetermined coefficients and find that:

h(x)=t3

Is this correct ?
I went over this a few times and I didn't find any mistake, but I'm not sure about this.
Would appreciate if someone could also solve it.

Roni1985 said:

## The Attempt at a Solution

I just need someone to solve it and compare it with my answer.

from the Wronskian I get
h''=6x
I use the method of undetermined coefficients and find that:

h(x)=t3

yes that is correct, just you have h(x) and not h(t) so h=x3

rock.freak667 said:
yes that is correct, just you have h(x) and not h(t) so h=x3

yea right x^3

Thanks a lot...

## 1. What is the purpose of solving h(x)?

The purpose of solving h(x) is to find the correct or most accurate answer to a given problem. This can involve using mathematical or scientific methods to analyze data and come to a logical conclusion.

## 2. What are the steps involved in solving h(x)?

The steps for solving h(x) can vary depending on the specific problem, but generally they involve identifying the problem, gathering relevant information, analyzing the data, and using mathematical or scientific principles to come to a solution.

## 3. How do I know if I have found the right answer when solving h(x)?

The right answer when solving h(x) is typically the most logical and supported by evidence or data. It is important to check your work and make sure all calculations and assumptions are accurate. In some cases, consulting with peers or experts in the field can also help verify the correctness of your answer.

## 4. What are some common challenges when solving h(x)?

Some common challenges when solving h(x) include dealing with incomplete or inconsistent data, encountering unexpected results, and determining the most appropriate method or approach to use. It is important to be open-minded and flexible in your problem-solving process.

## 5. How can I improve my skills in solving h(x)?

Improving your skills in solving h(x) can be achieved through practice, seeking feedback and guidance from mentors or experts, and continuously learning and staying updated on new techniques and methods. It is also helpful to approach problems with a critical thinking mindset and to always double-check your work for accuracy.

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