Exercise 10.2. Let a = (a₁ a2...an) be an n-cycle in Sym(m) show that there is an element 3 such that a = 3(1 2 3 ...n)B-¹. Hint: start from the injection given by i goes to a; and extend this to a bijection [m] [m]. Show that this bijection satisfies the above.

Using the letters in VERMONT to form words, whether they have meaning or not, how many distinguishable 5 letter words can you form that start with a vowel and end with a consonant? Write out each step and explain what you are doing in each step.

Hi please can you write the steps of how to intergarte by recgonition i want to learn ,its new to me . alos explain the step by step working out .thanks

hello can you answer this plz y = 3x -2 is 1, 7, 13, 16 and 19. Which number is in the domain

Need you guys help on this

I'm not understanding what the answer is here? 77 and 71? Because that is not correct.