Hi;
I need to move on with simutaneous equations and need practice solving them
for quadratics anyone know where I can get practice questions on the web.

or if someone could give me some examples with answers so I can try to work them out that would be great.

Thanks.

hi anthonye

3. ## Re: simultaneous quadratic equations

Great just what I needed but I could do with more quadratics in both equations.

4. ## Re: simultaneous quadratic equations

hi anthonye

here's some more stuff:Linear-Quadratic Systems Worksheets

EDIT:sorry,didn't know you have to be a member.

5. ## Re: simultaneous quadratic equations

Originally Posted by anthonye
Hi;
I need to move on with simutaneous equations and need practice solving them
for quadratics anyone know where I can get practice questions on the web.

or if someone could give me some examples with answers so I can try to work them out that would be great.

Thanks.
Most quadratics will be of the form $\displaystyle y = a_1x^2 + b_1x + c_1$ and $\displaystyle y = a_2x^2 + b_2x + c_2$. Since they are both equal to $\displaystyle y$, they are equal to each other, which means

\displaystyle \begin{align*} a_1x^2 + b_1x + c_1 &= a_2x^2 + b_2x + c_2 \\ (a_1 - a_2)x^2 + (b_1 - b_2)x + c_1 - c_2 &= 0 \end{align*}

another quadratic, which you can solve using the methods you already know
The text passage is a forum discussion where a user is seeking practice questions for solving simultaneous quadratic equations. Another user provides a brief explanation of how to solve such equations but does not provide specific questions or answers.
no_question

the passage does not contain a specific mathematical question or problem to solve, but rather a request for practice questions and a general explanation.
Given a text passage, determine:
    1. If it contains a mathematical question (including word problems or calculations)
    2. If an answer to that mathematical question is provided in the text

First, describe the content structure you found in 1-2 sentences.

Then provide your analysis in the following format:
TYPE: <one of the following values>
- NO_QUESTION
- SINGLE_QUESTION
- SINGLE_QUESTION_WITH_ANSWER
- MULTIPLE_QUESTIONS
- MULTIPLE_QUESTIONS_WITH_ANSWERS
system
Hi;
I need to move on with simutaneous equations and need practice solving them
for quadratics anyone know where I can get practice questions on the web.

or if someone could give me some examples with answers so I can try to work them out that would be great.

Thanks.

hi anthonye

3. ## Re: simultaneous quadratic equations

Great just what I needed but I could do with more quadratics in both equations.

4. ## Re: simultaneous quadratic equations

hi anthonye

here's some more stuff:Linear-Quadratic Systems Worksheets

EDIT:sorry,didn't know you have to be a member.

5. ## Re: simultaneous quadratic equations

Originally Posted by anthonye
Hi;
I need to move on with simutaneous equations and need practice solving them
for quadratics anyone know where I can get practice questions on the web.

or if someone could give me some examples with answers so I can try to work them out that would be great.

Thanks.
Most quadratics will be of the form $\displaystyle y = a_1x^2 + b_1x + c_1$ and $\displaystyle y = a_2x^2 + b_2x + c_2$. Since they are both equal to $\displaystyle y$, they are equal to each other, which means

\displaystyle \begin{align*} a_1x^2 + b_1x + c_1 &= a_2x^2 + b_2x + c_2 \\ (a_1 - a_2)x^2 + (b_1 - b_2)x + c_1 - c_2 &= 0 \end{align*}

another quadratic, which you can solve using the methods you already know
user
The text passage is a forum discussion where a user is seeking practice questions for solving simultaneous quadratic equations. Another user provides a brief explanation of how to solve such equations but does not provide specific questions or answers.

TYPE: NO_QUESTION

The passage does not contain a specific mathematical question or problem to solve, but rather a request for practice questions and a general explanation.