Geometric Sequences Assignment CLICK HERE FOR ASSIGNMENT HELP Purpose! For this assignment, you will demonstrate mastery of finding and using the common ratio for geometric sequences and constructing geometric sequence formulas. Hints! The Common Ratio Geometric sequences are defined by a pattern of multiplication, we call this the common ratio. For the sequence 3, 6, 12, 24 we multiply each term by the common ratio of 2 to generate the next term! The Formula for Geometric Sequences Formula in English: an = first term(common ratio)n-1 Formula in Math: an=a1(b)n-1 CLICK HERE FOR ASSIGNMENT HELP Finding the Common Ratio (5 points) Find the common ratio for the sequence -2, 8, -32, 128 (5 pts: double-click on each ? to input your answers) The first term is = ? The second term is = ? The Common ratio = Second termFirst term = ?? = ? Using the Common Ratio (5 points) Find the next five terms of the given sequence below (5 pts: double-click on each ? to input your answers) The first term is = -4 The common ratio is = -3 The sequence to complete: -4, ? , ? , ? , ? , ? Constructing a Geometric Sequence