Width of interval h is equal to:(a) \(\frac{largest \,number - 20}{number \,of \,classes}\)(b) \(\frac{largest \,number +smallest\, number}{number \,of \,classes}\)(c) \(\frac{largest \,number +smallest\, number}{number \,of \,classes}\)(d) \(\frac{number \,of \,classes}{Range}\)

Width of interval h is equal to:(a) \(\frac{largest \,number - 20}{nu

1.	Width of interval h is equal to:(a) \(\frac{largest \,number - 20}{number \,of \,classes}\)(b) \(\frac{largest \,number +smallest\, number}{number \,of \,classes}\)(c) \(\frac{largest \,number +smallest\, number}{number \,of \,classes}\)(d) \(\frac{number \,of \,classes}{Range}\)
Answer» (c) \(\frac{largest \,number +smallest\, number}{number \,of \,classes}\)

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Width of interval h is equal to:(a) \(\frac{largest \,number - 20}{number \,of \,classes}\)(b) \(\frac{largest \,number +smallest\, number}{number \,of \,classes}\)(c) \(\frac{largest \,number +smallest\, number}{number \,of \,classes}\)(d) \(\frac{number \,of \,classes}{Range}\)

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