we have the sequence
2, 14, 98, ..
step 1
we have
a1=2
a2=14
a3=98
a2/a1=14/2=7
a3/a2=98/14=7
so
the common ratio r is
r=7
step 2
write an equation
we have that
the equation for a general geometric sequence is equal to
an=a1(r^(n-1))
substitute
an=2(7^(n-1))
step 3
Find the 5th term
n=5
a5=2(7^(5-1))
a5=2(7^4)
a5=4,802
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