I'm struggling with approaching questions in Maths, I just don't know where to start. What should I do?

My approach will take you step by step through each type of question you find difficult. Maths (quite usefully) is very procedural. This means if you follow the instructions step by step you'll find you're able to conquer any maths problem thrown your way! 
Learning all the different instuctions can be challenging but, by being patient and practising regularly, it's not impossible. I can help figure out with you how to approach questions, identify blind spots in your knowledge as well as teaching you a few tricks so that when your faced with a paper of complex maths problems you're no longer overwhelmed. I can provide you with examples of how to work problems, including the promblems of difficultly worded questions or questions using tricky numbers. 

Answered by Gus R. Maths tutor

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Solve this simultaneous equation: (1) 2x+3y=12 (2) x+4y=11


How do you solve these simultaneous equations? 4x + 5y = 8; 2x + 3y = 5


Determine if the Following equality has real roots: (3*X^2) - (2*X) + 4 = (5*X^2) + (3*X) + 9, If the equation has real roots, calculate the roots for this equation.


Factorise and solve (x^2) - 8x + 15 = 0.


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