Practice problem
If x,l,α,ε>0x, l, \alpha, \varepsilon>0x,l,α,ε>0, solve for yyy in terms of x,l,α,εx, l, \alpha, \varepsilonx,l,α,ε. y2xl<αε2\frac{y}{2xl}<\frac{\alpha\varepsilon}{2}2xly<2αε
y<αlεxy<\alpha l \varepsilon xy<αlεx
y<αlεx4y<\frac{\alpha l \varepsilon x}{4}y<4αlεx
y<αlεx2y<\frac{\alpha l \varepsilon x}{2}y<2αlεx
y<αεlxy<\frac{\alpha\varepsilon}{lx}y<lxαε
Type a concept, like “slope” or “photosynthesis”.
