Make graphs of the periodic extensions on the region x ∈ [−3π,3π] of the following functions f defined on x ∈ [−π,π]. be sure to indicate the extension’s exact value at all points in x ∈ [−3π,3π], particularly at jump discontinuities (if any). also, determine if the extension is continuous or not on the real line. (a.) f (x) = sin (x). (b.) f (x) = sin (x/2). (c.) f (x) = cos (x/4). (d.) f (x) = |x|. (e.) f (x) = x. (f.) f (x) = 1. (g.) f (x) = e^x. (h.) f (x) = e^|x|.

step-by-step explanation: 4 cause 2+2=4

what are the statments

step-by-step explanation:

step-by-step explanation:

one day the were 5 ducks, and their king told them to multiply their kingdom. so each went their own seperate way and met 4 other ducks on their journey.

when the ducks returned to their kingdom, it was discovered that there were 5 groups of 5 ducks. when the kind counted the number of ducks in total (including the ones he sent out earlier) he counted 25.

therefore 5 times 5 is 25.

the end. : )

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