For what do we use simultaneous equations for?
Why are simultaneous equations used?
How do you solve this simultaneous equation? Can we solve equations if only reactant is given? Why are linear equations important? What are two symbolic techniques used to solve linear equations? Which do you feel is better? Explain why. What are the least common multiples of 12 and 15? How are multiples used in equations? When are chemical equations balanced? What are the differences between single and double displacement reactions? How do I solve hyperbolic simultaneous equations? What happened in this equation? Why should you balance chemical equations? Why are Fehling's A and B solutions made separately, but mixed while testing? What is happening in this equation? Difference equation applied to forex data? Can we solve equation if only reactant is given? What are balanced chemical equations? What are double replacement reactions? What are some examples? Why does [math]1+1=2[/math]? Why can't we distribute the exponents over addition? I can prove it with simple problems, but what is the reasoning? What is the difference between ordinary differential equations and partial differential equations? What is the difference between these two heat transfer equations? Why does [math]\lim_{n \to \infty} \frac{2^n}{3^{n+1}}[/math] converge to [math]\frac{2}{3}[/math]? Why conversion will be same in case of 1st order reaction? Why we use a constant in integration? Are algorithms and formulas two different, mutually exclusive things? What is or isn't the difference? Is [math]f(x) = \mathrm{e}^{\frac{1}{x}}[/math] at [math]x=0[/math] a continuous or discontinuous function? Why are exponential functions always continuous? What are the real life applications of partial differential equations? What are some common examples of double displacement reactions? Balancing of chemical equation? How can we get two different equations from same force diagram? Please see the details.