Question

1. starting with 1 set of dna you have $2^{1}$ dna copies. 2 dna copies

after one cycle in the thermocycler how many dna copies will you have? $2^{2}$ or 4
copies
after 10 cycles how many copies of dna do you have? __ or __
after the thermocycler finishes andhas gone through 30 cycles, how many dna
copies from 1 set of dna will be made? __ or __

Explanation:

Step1: Identify the pattern

The number of DNA copies follows the formula \(2^n\), where \(n\) is the number of cycles.

Step2: Calculate for 10 cycles

For \(n = 10\), the number of copies is \(2^{10}\).

$$2^{10}=1024$$

Step3: Calculate for 30 cycles

For \(n = 30\), the number of copies is \(2^{30}\).

$$2^{30}=1073741824$$

Answer:

After 10 cycles: \(2^{10}\) or \(1024\) copies. After 30 cycles: \(2^{30}\) or \(1073741824\) copies.