Find the value of n such that 2(4n−1)−1(5n−1)=n+5
4
2
1
3
2(4n−1)−1(5n−1)=n+5 8n−2−5n+1=n+5 (8n−5n)+(−2+1)=n+5 3n−1=n+5 3n−n=5+1 2n=6 n=3.
Solve for n: 2(4n−1)−1(5n−1)=n+4
Show that 24n+4−15n−16, where n∈N is divisible by 225.