Question

find a geometric series whose fourth term is 24 and seventh term is 192​

Answer 1

Answer:

Step-by-step explanation:

4th term- ar^n-1 here n=4 therefore ar^3=24 so a=24/r^3

also ar^6=192 putting it we get 24/r^3* r^6=192

                                                 r^3=8 thus r=2 and a=3

so the series is 3,6,12........