[" tant "k" to each term,(ii) subtracting a consts "],[" lying each term by a constant "k" and (iv) divid? "]

Explain,by taking a suitable example,how the arithmetic mean alters by (i) adding a constant to each term,(ii) subtracting a constant from each them,(iii) multiplying each term by a constant and (iv) dividing each term by a non- zero constant

Explain, by taking a suitable example, how the arithmetic mean alters by (i) adding a constant to each term, (ii) subtracting a constant from each them, (iii) multiplying each term by a constant and (iv) dividing each term by a non-zero constant

Explain the following terms: Rate constant (k).

By multiplying each term by non zero constant we get geometric sequence .

In Arrhenius equation , k=Ae^(E_a/(RT)) , A may be termed as rate constant .

Statement I : The spring constant of a spring is k. When it is divided into n equal parts, then spring constant of each piece is k/n. Statement II : The spring constant is independent of material used for the spring.