What's the best method of solving word problems leading to quadratic and simultaneous equations?

#### Post an Answer

#### Answers (5)

Ask Your Own Question
#### Quick Questions

See More Mathematics Questions

To get notifications when anyone posts a new answer to this question,

Follow New Answers

Follow New Answers

Please don't post or ask to join a "Group" or "Whatsapp Group" as a comment. It will be deleted. To join or start a group, please click here

isaaq

8 months ago

8 months ago

I recommend YouTube, you can learn it in YouTube.

Just search for it in YouTube.

Just search for it in YouTube.

mhz vee

8 months ago

8 months ago

To me its Elimination method i dont know of others

ANTHONY SOLUTION

8 months ago

8 months ago

Problems of different problems with the help of linear simultaneous equations:

We have already learnt the steps of forming simultaneous equations from mathematical problems and different methods of solving simultaneous equations.

In connection with any problem, when we have to find the values of two unknown quantities, we assume the two unknown quantities as x, y or any two of other algebraic symbols.

Then we form the equation according to the given condition or conditions and solve the two simultaneous equations to find the values of the two unknown quantities. Thus, we can work out the problem.

We have already learnt the steps of forming simultaneous equations from mathematical problems and different methods of solving simultaneous equations.

In connection with any problem, when we have to find the values of two unknown quantities, we assume the two unknown quantities as x, y or any two of other algebraic symbols.

Then we form the equation according to the given condition or conditions and solve the two simultaneous equations to find the values of the two unknown quantities. Thus, we can work out the problem.

8 months ago

Plug in numbers in place of words wherever possible to set up a regular math equation.

Use math to solve the equation.

Answer the question the problem asks.