how does g(x)=x+4/5 became a continuous function if x=5
2/5+1/3+4/9
how does g(x)=x+4/5-became a continuous function if x=5
$\frac{2x +3}{5}$ = $\frac{x-1}{3}$
how can we make g(x)=x+4/5- x if x=5 a continuous functions
square root-3
p+95=148
X^(4/3)-10X^(2/3)+9
6 % 646
The sequence below is the start of the triangular number sequence. work out
