sona knits 10 squares a day for 7days. Can she sew together the squares to make 5 equal sized blankets ?
Explain.
Thank you
10 * 7 = 70
70 / 5 = 14
The answer is a qualified yes. Each blanket would be 2 squares wide and 7 squares long. That makes either a very narrow or a very long blanket, depending on the size of the squares.
37
the answer is 45
Thanks for the help.
uhhh maybe 32?
Well, if Sona knits 10 squares a day for 7 days, that means she'll have a total of 70 squares. Now, to make 5 equal-sized blankets, each blanket will require 14 squares because 70 (total squares) divided by 5 (number of blankets) is 14.
So yes, Sona can sew together the squares to make 5 equal-sized blankets. She just needs to divide her 70 squares equally among the 5 blankets and get her sewing skills cracking! Happy stitching!
To determine whether Sona can sew together the squares to make 5 equal-sized blankets, we need to calculate the number of squares she has and their arrangement.
First, we need to calculate the total number of squares Sona has knitted. Since she knits 10 squares per day for 7 days, we can multiply the number of squares per day by the number of days: 10 squares/day * 7 days = 70 squares.
Next, we need to determine if she can make 5 equal-sized blankets with the 70 squares. To do this, we divide the total number of squares by the number of blankets: 70 squares / 5 blankets = 14 squares per blanket.
Since 14 squares per blanket can be obtained using the 70 squares, Sona can sew together the squares to make 5 equal-sized blankets.
In summary, Sona can make 5 equal-sized blankets with the 70 squares she has knitted. She would have 14 squares per blanket.