Example: bankruptcy

Hexagon Dragons - Mathwire.com

Name:_____ Date:_____ Hexagon Dragons Students in Mr. Bridge s class are making up their own growing patterns. Miguel uses pattern blocks to make a growing dragon . Use pattern blocks to build and draw the next two Dragons in this pattern. Complete the table of values. Predict what the tenth dragon will look like and tell how many blocks you would need to build it. Explain any pattern you used to find this answer. CHALLENGE: Miguel would like to figure out how many blocks he would need to build the 25th dragon without actually building it. He knows that there is a pattern to his Hexagon Dragons . Can you write a rule in words or a math expression that Miguel can use to figure out the total number of blocks for any dragon without hav-ing to build it? Explain how your rule works. dragon # Number of blocks added TOTAL number of blocks 1 6 3 + 3 = 6 2 3 dragon #1 dragon #2 dragon #3 Hexagon

Name:_____ Date:_____ Hexagon Dragons Students in Mr. Bridge’s class are making up their own growing patterns.

Tags:

  Dragon, Hexagon, Hexagon dragons

Information

Domain:

Source:

Link to this page:

Please notify us if you found a problem with this document:

Other abuse

Advertisement

Transcription of Hexagon Dragons - Mathwire.com

1 Name:_____ Date:_____ Hexagon Dragons Students in Mr. Bridge s class are making up their own growing patterns. Miguel uses pattern blocks to make a growing dragon . Use pattern blocks to build and draw the next two Dragons in this pattern. Complete the table of values. Predict what the tenth dragon will look like and tell how many blocks you would need to build it. Explain any pattern you used to find this answer. CHALLENGE: Miguel would like to figure out how many blocks he would need to build the 25th dragon without actually building it. He knows that there is a pattern to his Hexagon Dragons . Can you write a rule in words or a math expression that Miguel can use to figure out the total number of blocks for any dragon without hav-ing to build it? Explain how your rule works. dragon # Number of blocks added TOTAL number of blocks 1 6 3 + 3 = 6 2 3 dragon #1 dragon #2 dragon #3 Hexagon


Related search queries