Asked by Ginny
Erika is weaving a wool blanket. So far, she has used 10 balls of wool and has completed 5/8 of the blanket. How many more balls of wool will Erika need to finish the blanket?
How would I set up an equation to find the number of balls of wool Erika need to finish the blanket? I know that 5/8 is actually 3/8x. If I do a strip diagram, I will have 8 blocks and 5 of those blocks are crossed out leaving 3 blocks remaining. Each of the blocks will be 2. So 10/3 = 5/3. Then the equation is 3/8x = 5/3 and the answer is 9/40
Not sure if I did it correctly
How would I set up an equation to find the number of balls of wool Erika need to finish the blanket? I know that 5/8 is actually 3/8x. If I do a strip diagram, I will have 8 blocks and 5 of those blocks are crossed out leaving 3 blocks remaining. Each of the blocks will be 2. So 10/3 = 5/3. Then the equation is 3/8x = 5/3 and the answer is 9/40
Not sure if I did it correctly
Answers
Answered by
oobleck
she has used 10 balls of wool and has completed 5/8
so, 2 balls is 1/8 of the blanket
that means the whole blanket uses 16 balls
with 3/8 left to do, that will require 6 more balls.
I have no idea how you arrived at your answer, but maybe you can figure out how to modify your steps to arrive at the above answer.
so, 2 balls is 1/8 of the blanket
that means the whole blanket uses 16 balls
with 3/8 left to do, that will require 6 more balls.
I have no idea how you arrived at your answer, but maybe you can figure out how to modify your steps to arrive at the above answer.
Answered by
Ginny
Well I have no idea how you arrived at your answer
Answered by
henry2,
(3/8)/(5/8) * 10balls = 3/8*8/5 * 10 = 6 more balls.
There are no AI answers yet. The ability to request AI answers is coming soon!
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.