The area of the firs square is 250 square meters. We need to first find out from this information the length of each side this square.
We use square root because we are dealing with a square shape whose sides are all equal in measurement.
Square root of 250 = 15.811
Therefore each side of the square measures approximately 15.811 meters.
Now let us double check this to see if we are on the right track
we multiply 15.811 meters X 15. 811 meters = 249.98 square meters
Rounded off to the nearest 100, this will be 250 square meters, which is the area of this square. So we are on the right track
Perimeter of this square will be 4 X 15.811 = 63.244 meters
Now to find out the perimeter for the second square we simply follow the same steps.
Square root of 125 =11.180. Therefore each side of this square is 11.180 meters.
Perimeter of this square will be 4 x 11.180 = 44.72 meters.
Now let us get the difference of the two figures:
63.244 - 44.72 = 18.524 meters.
Therefore the perimeter of the first square is 18.524 meters greater than that of the second square.
Answer:
The coefficient is 8, so D
5x + 3x = 64
8x = 64
x = 8
If we then insert that...
5(8) = 40 fl oz strawberry
3(8) = 24 fl oz water
I think the answer is 2/2
