If you can manipulate the two equations so that they have exactly the same coefficients (e. g., 3x + 4y = 8 and 2x + 4y = 8), then you conclude that the two lines coincide (overlap), and that there are thus infinitely many solutions.
Y=(-19x+5)/4 thats your answer
Answer:
Length = 17, Width = 6
Step-by-step explanation:
Let the length be L and width be W.
L = 3W - 1 , and,
2(L + W) = 46 => L+W = 23 => L = 23 - W, putting this into L = 3W - 1
23 - W = 3W - 1
24 = 4W
W = 6
therefore, L = 23 - W = 17
There is no option of the box plots, so I have created a version that would represent this data.
To make the box plot you will need the lower extreme, lower quartile, median, upper quartile, and upper extreme.
Please see the attached picture.
A simple algebraic equation can be utilized to solve this question. Ayana needs
yards of blue fabric for each scarf.
Step-by-step explanation:
Step 1; Assume the amount of purple fabric to be x for each scarf and the amount of blue fabric required for each scarf to be y. It says a total of six scarves are needed. It is given that a total of 10 yards of fabric is used i.e. the total of purple fabric and the blue fabric. So we can create an equation for this. As 6 scarves are needed we substitute x and y as 6x and 6y.
Total fabric used= 6x + 6y = 10 yards.
Step 2; It is given that for each and every scarf 1
yards of purple fabric is needed. So for 6 scarves a total of 6 * 1
yards is needed. So 6x becomes 6 * 1
yards.
6x = 6 * 1
yards = 6 *
=
yards of purple fabric.
Step 3; Now we solve for the amount of blue fabric needed.
6y = 10 -
=
= 
But the
yards is for 6 scarves to we divide it by 6 to get the material needed for a single scarf
y =
/6 =
*
=
=
yards = 0.4166 yards of blue fabric for each scarf.