quick ques

[jagged yacht]

Can 1 be a common ratio? And can 0 be a common difference?

The example given is 3,3,3,3 and the answer is neither an arithmetic or geometric sequence. The question above is asking me if it applies on the example

[analog mantle]

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[opal spear]

arithmetic sequence means the terms should be in order a, a+d, a+2d.........a+nd for any $d,a \neq 0$. This is the main rule to keep in mind. This cannot be arithmetic sequence as here, d = 0.

geometric sequence should be in order $a,ad,ad^2..........ad^n$ where $a,d \neq 0$ and $d \neq 1$. Again, here, d = 1 so it cannot be geometric progression either. hence u can say that it does apply on the example

[rough smelt]

wolf | #GTFOanemia

[opal spear]

@jagged yacht u there?

[jagged yacht]

Yesss

[jagged yacht]

Thanks for the explanation

[primal panther]

@jagged yacht has given 1 rep to @opal spear

[opal spear]

alright