We know that,

=2.303/t log a
0 /a
where lembda= disintegration constant
t = time
a 0= amount of radioactive substance at 0 time(in our case 100%)
a = substance after time t
2.303/1 log 100/90 = 2.303/2 log 100/a
cancelling 2.303 on both sides ,we get
2 log 100 - 2 log 90 = log 100 -log a
4 - 2 log 90 = 2 - log a
log a= 2 - 4 + 2 log 90
= -2 +2 (1.9542)
= -2 +3.9084
= 1.9084
a = antilog of 1.9084
= 80.98
hence, the pecentage of radioactive substance remaining at the end of two hours is 80.98%.