A geometric sequence has first term 24 and common ratio -3. What is the 5th term?

Every term of a geometric sequence is positive. The 3rd term is 40 and the 5th term is 160. What is the explicit formula for $a_n$?

Every term of a geometric sequence is positive. The 2nd term is 6 and the 4th term is 54. What is the explicit formula for $a_n$?

A geometric sequence has the explicit formula $a_n=4\ast 3^{n-1}$. Which term of this sequence has the value 324?

Every term of a geometric sequence is positive. The 2nd term is 35 and the 6th term is 21875. What is the explicit formula for $a_n$?

Every term of a geometric sequence is positive. The 2nd term is 14 and the 4th term is 56. What is the explicit formula for $a_n$?

Every term of a geometric sequence is positive. The 2nd term is 4 and the 6th term is 64. What is the explicit formula for $a_n$?

To find the 7th term of the geometric sequence with $a_1=7$ and common ratio 2, a student computes $7\ast 2^7$ and reports 896. What is the correct 7th term?

A geometric sequence has first term 128 and common ratio 1/2. What is the 8th term?

A geometric sequence has first term 243 and common ratio -1/3. What is the 5th term?

Every term of a geometric sequence is positive. The 3rd term is 54 and the 7th term is 4374. What is the explicit formula for $a_n$?

Every term of a geometric sequence is positive. The 3rd term is 80 and the 7th term is 20480. What is the explicit formula for $a_n$?

A geometric sequence is defined by $a_1=2$ and $a_n=-5\ast a_{n-1}$. What is its explicit formula?

Every term of a geometric sequence is positive. The 2nd term is 35 and the 4th term is 875. What is the explicit formula for $a_n$?

A geometric sequence is defined by $a_1=6$ and $a_n=-5\ast a_{n-1}$. What is its explicit formula?

A geometric sequence is defined by $a_1=5$ and $a_n=3\ast a_{n-1}$. What is its explicit formula?

A geometric sequence is defined by $a_1=6$ and $a_n=-3\ast a_{n-1}$. What is its explicit formula?

A geometric sequence has first term 256 and common ratio -1/4. What is the 5th term?

A geometric sequence is defined by $a_1=2$ and $a_n=-2\ast a_{n-1}$. What is its explicit formula?

To find the 5th term of the geometric sequence with $a_1=2$ and common ratio 2, a student computes $2\ast 2^5$ and reports 64. What is the correct 5th term?

A geometric sequence is defined by $a_1=5$ and $a_n=4\ast a_{n-1}$. What is its explicit formula?

To find the 6th term of the geometric sequence with $a_1=5$ and common ratio 2, a student computes $5\ast 2^6$ and reports 320. What is the correct 6th term?

To find the 4th term of the geometric sequence with $a_1=3$ and common ratio 5, a student computes $3\ast 5^4$ and reports 1875. What is the correct 4th term?

Every term of a geometric sequence is positive. The 2nd term is 10 and the 6th term is 160. What is the explicit formula for $a_n$?

A geometric sequence has first term 243 and common ratio -2. What is the 7th term?

A geometric sequence has first term 24 and common ratio -2. What is the 7th term?

A geometric sequence has first term 32 and common ratio -3. What is the 6th term?

A geometric sequence has the explicit formula $a_n=2\ast 2^{n-1}$. Which term of this sequence has the value 256?

Every term of a geometric sequence is positive. The 2nd term is 12 and the 6th term is 3072. What is the explicit formula for $a_n$?

A geometric sequence has the explicit formula $a_n=4\ast 2^{n-1}$. Which term of this sequence has the value 128?

A geometric sequence has the explicit formula $a_n=4\ast 5^{n-1}$. Which term of this sequence has the value 62500?

To find the 6th term of the geometric sequence with $a_1=5$ and common ratio 3, a student computes $5\ast 3^6$ and reports 3645. What is the correct 6th term?

A geometric sequence has first term 81 and common ratio -2. What is the 7th term?

A geometric sequence has the explicit formula $a_n=6\ast 4^{n-1}$. Which term of this sequence has the value 98304?

A geometric sequence has first term 48 and common ratio -2. What is the 7th term?

A geometric sequence has first term 256 and common ratio -2. What is the 7th term?

To find the 6th term of the geometric sequence with $a_1=6$ and common ratio 5, a student computes $6\ast 5^6$ and reports 93750. What is the correct 6th term?

A geometric sequence has the explicit formula $a_n=2\ast 5^{n-1}$. Which term of this sequence has the value 6250?

A geometric sequence is defined by $a_1=10$ and $a_n=2\ast a_{n-1}$. What is its explicit formula?

A geometric sequence is defined by $a_1=7$ and $a_n=-5\ast a_{n-1}$. What is its explicit formula?