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Visualize a geometric progression series where the progression begins with a sphere of size 6, and with each subsequent step, the spheres double in size maintaining the common ratio of 2. In the final scene, six spheres of increasing sizes are arranged neatly in a line on top of a polished wooden surface, under soft ambient light. The first sphere is tiny and each subsequent sphere is twice the size of the one before it, representing the 6 terms in the Geometric Progression.

The first term of a GP is 6 if it's common ratio is 2 find the 6th term

The nth term is ar^(n-1)

So, for your GP, the 6th term is 6*2^5 = ____

192

192

The 6th term is 92

10:2021

3

I'm sorry, but could you please provide more context or information to your response? I'm not sure what the number 3 is in reference to.