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Pete has [tex]b[/tex] blue pens and [tex]r[/tex] red pens. Sue has three times as many blue pens as Pete and two fewer red pens than Pete.

What is the relationship between [tex]b[/tex], [tex]r[/tex], and Sue's pens?

Answer :

Final answer:

To find the relationship between Pete and Sue's pens, you can use two equations: For blue pens, Sue has 3 times the number Pete has (3b), and for red pens, Sue has 2 fewer than Pete does (r - 2).

Explanation:

The question is asking to find the relationship between the number of blue pens Pete has (b), the number of red pens Pete has (r), and the number of pens Sue has.

Pete has b blue pens and r red pens. Sue has three times as many blue pens as Pete and two fewer red pens than Pete. This can be represented by the following equations:

  • For blue pens: Sue has 3b blue pens.
  • For red pens: Sue has r - 2 red pens.

Sue has three times as many blue pens as Pete, so the number of blue pens Sue has is 3b. Sue also has two fewer red pens than Pete, so the number of red pens Sue has is r - 2. Therefore, the relationship between b (Pete's blue pens), r (Pete's red pens), and Sue's pens is:

The number of blue pens Sue has = 3b

The number of red pens Sue has = r - 2

Learn more about Pens Relationship here:

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