For #1-2, solve graphically.
1) \(\left(\frac{1}{3}\right)^x=2x^2\)
2) \(4^x<-x+18\)
3) Find the smallest integer such that \(2^n>100,000\).
4) Find the smallest integer such that \(2^n>100,000,000,000\).
For #5-6, write an equation for the graph.
5)
1) \(\left(\frac{1}{3}\right)^x=2x^2\)
2) \(4^x<-x+18\)
3) Find the smallest integer such that \(2^n>100,000\).
4) Find the smallest integer such that \(2^n>100,000,000,000\).
For #5-6, write an equation for the graph.
5)
6)