If you remember the word-problem about spiders and beetles there were only 30 'bugs' in total. All of them had 152 legs in total (8 per a spider and 6 per a beetle), but we have discovered that this is impossible. According to that I have two questions for you: If there are only 30 individuals...
How many legs at a minimum do we need to make the word-problem correct? How many legs at a maximum?
I promise a positive mark to those who get the right answer, but this offer will last only for this weekend.
Juan Antonio, Jesús and Rafa got the positive marks, congratulations! Here is the most complete answer from Juan Antonio:
The first answer is: 29x6+8=182 6(30-x)+8x=182 180-6x+8x=182 -6x+8x=-180+182 2x=2 x=1 There is 1 spider and 29 beetles. | The second answer is: 29x8+6=238 6(30-x)+8x=238 180-6x+8x=238 -6x+8x=-180+238 2x=58 x=29 There are 29 spiders and 1 beetle |
Good job!
ReplyDeleteHello!
ReplyDeleteExcellent job Juan Antonio, Jesús and Rafa!
Congratulations for the positive marks! =)
Bye!
Good job , congrulations for you for the positive marks.. Bye! :)
ReplyDeleteI answer the question on Sunday at 23:30. Ja, ja, ja. When I was brushing my theet, I had the solution!
ReplyDeleteBye :)
Good job friends! Was difficult but now isn't so difficult.
ReplyDeleteBye:)
Good job Jesús, Rafa and Juan Antonio. The problem is difficult.!
ReplyDeleteVery good! The problem was very difficult.
ReplyDeleteBye!
Very good!:D
ReplyDeleteVERY GOOD!
ReplyDelete