Let g be a group and h a normal subgroup of finite index. suppose that p is a prime dividing [g: h]. prove that g has a subgroup such that h ⊆ k ⊆ g with [k: h] =p

Choose all that apply. when creating a graph, you should: determine the x- and y- variables label the scale on the x- and y- axes plot the data points draw a line of best fit to represent the data trend

Which of these properties, used alone, would be least useful in identifying most minerals? a. color b. luster c. streak d. density

A50.0g sample of liquid water at 0.0 c ends up as ice at -20.0 c. how much energy is involved in this change?