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Interpret relationships between patterns

You are given the following starting numbers and rules for two sequences of numbers:
Sequence xx: Starting number: 11, Rule: add 11
Sequence yy: Starting number: 66, Rule: add 66
Fill in the table with the first 33 terms of xx and yy. Then plot the ordered pairs (x,y)(x,y) on the graph below by dragging the dots to the correct locations.
xx
yy
Created with RaphaëlCreated with Raphaël2\small{2}4\small{4}6\small{6}8\small{8}10\small{10}12\small{12}14\small{14}16\small{16}18\small{18}2\small{2}4\small{4}6\small{6}8\small{8}10\small{10}12\small{12}14\small{14}16\small{16}18\small{18}yyxx
Created with Raphaël
Created with Raphaël
Created with Raphaël
Created with Raphaël
Created with Raphaël
Created with Raphaël
The terms in sequence yy are
  • Your answer should be
  • an integer, like 66
  • an exact decimal, like 0.750.75
  • a simplified proper fraction, like 3/53/5
  • a simplified improper fraction, like 7/47/4
  • a mixed number, like 1 3/41\ 3/4
times the terms in sequence xx.