Find the length of the lace required by a tailor to put around 25 tables whose top surface is a square of
side 3m.
Answers
Answer:
Hey there !
Solution:
2x + y = 3
=> y = 3 - 2x
So let us get all the values,
If x = 1, y = ?
=> y = 3 - 2 ( 1 )
=> y = 3 - 2 = 1
Hence first Coordinate is ( 1,1 )
If x = 2, y = ?
=> y = 3 - 2 ( 2 )
=> y = 3 - 4
=> y = -1
Hence second coordinate is ( 2,-1 )
If x = 0, y = ?
=> y = 3 - 2 ( 0 )
=> y = 3 - 0
=> y = 3
Hence third coordinate is ( 0,3 )
Hence plotting these points on graph and joining them by a single straight line, we get,
Refer to the attachment for graph.
Hope my answer helped !
Hey there !
Solution:
2x + y = 3
=> y = 3 - 2x
So let us get all the values,
If x = 1, y = ?
=> y = 3 - 2 ( 1 )
=> y = 3 - 2 = 1
Hence first Coordinate is ( 1,1 )
If x = 2, y = ?
=> y = 3 - 2 ( 2 )
=> y = 3 - 4
=> y = -1
Hence second coordinate is ( 2,-1 )
If x = 0, y = ?
=> y = 3 - 2 ( 0 )
=> y = 3 - 0
=> y = 3
Hence third coordinate is ( 0,3 )
Hence plotting these points on graph and joining them by a single straight line, we get,
Refer to the attachment for graph.
Hope my answer helped !
Hey there !
Solution:
2x + y = 3
=> y = 3 - 2x
So let us get all the values,
If x = 1, y = ?
=> y = 3 - 2 ( 1 )
=> y = 3 - 2 = 1
Hence first Coordinate is ( 1,1 )
If x = 2, y = ?
=> y = 3 - 2 ( 2 )
=> y = 3 - 4
=> y = -1
Hence second coordinate is ( 2,-1 )
If x = 0, y = ?
=> y = 3 - 2 ( 0 )
=> y = 3 - 0
=> y = 3
Hence third coordinate is ( 0,3 )
Hence plotting these points on graph and joining them by a single straight line, we get,
Refer to the attachment for graph.
Hope my answer helped !
Hey there !
Solution:
2x + y = 3
=> y = 3 - 2x
So let us get all the values,
If x = 1, y = ?
=> y = 3 - 2 ( 1 )
=> y = 3 - 2 = 1
Hence first Coordinate is ( 1,1 )
If x = 2, y = ?
=> y = 3 - 2 ( 2 )
=> y = 3 - 4
=> y = -1
Hence second coordinate is ( 2,-1 )
If x = 0, y = ?
=> y = 3 - 2 ( 0 )
=> y = 3 - 0
=> y = 3
Hence third coordinate is ( 0,3 )
Hence plotting these points on graph and joining them by a single straight line, we get,
Refer to the attachment for graph.
Hope my answer helped !
Hey there !
Solution:
2x + y = 3
=> y = 3 - 2x
So let us get all the values,
If x = 1, y = ?
=> y = 3 - 2 ( 1 )
=> y = 3 - 2 = 1
Hence first Coordinate is ( 1,1 )
If x = 2, y = ?
=> y = 3 - 2 ( 2 )
=> y = 3 - 4
=> y = -1
Hence second coordinate is ( 2,-1 )
If x = 0, y = ?
=> y = 3 - 2 ( 0 )
=> y = 3 - 0
=> y = 3
Hence third coordinate is ( 0,3 )
Hence plotting these points on graph and joining them by a single straight line, we get,
Refer to the attachment for graph.
Hope my answer helped !
Hey there !
Solution:
2x + y = 3
=> y = 3 - 2x
So let us get all the values,
If x = 1, y = ?
=> y = 3 - 2 ( 1 )
=> y = 3 - 2 = 1
Hence first Coordinate is ( 1,1 )
If x = 2, y = ?
=> y = 3 - 2 ( 2 )
=> y = 3 - 4
=> y = -1
Hence second coordinate is ( 2,-1 )
If x = 0, y = ?
=> y = 3 - 2 ( 0 )
=> y = 3 - 0
=> y = 3
Hence third coordinate is ( 0,3 )
Hence plotting these points on graph and joining them by a single straight line, we get,
Refer to the attachment for graph.
Hope my answer helped !
Hey there !
Solution:
2x + y = 3
=> y = 3 - 2x
So let us get all the values,
If x = 1, y = ?
=> y = 3 - 2 ( 1 )
=> y = 3 - 2 = 1
Hence first Coordinate is ( 1,1 )
If x = 2, y = ?
=> y = 3 - 2 ( 2 )
=> y = 3 - 4
=> y = -1
Hence second coordinate is ( 2,-1 )
If x = 0, y = ?
=> y = 3 - 2 ( 0 )
=> y = 3 - 0
=> y = 3
Hence third coordinate is ( 0,3 )
Hence plotting these points on graph and joining them by a single straight line, we get,
Refer to the attachment for graph.
Hope my answer helped !
Hey there !
Solution:
2x + y = 3
=> y = 3 - 2x
So let us get all the values,
If x = 1, y = ?
=> y = 3 - 2 ( 1 )
=> y = 3 - 2 = 1
Hence first Coordinate is ( 1,1 )
If x = 2, y = ?
=> y = 3 - 2 ( 2 )
=> y = 3 - 4
=> y = -1
Hence second coordinate is ( 2,-1 )
If x = 0, y = ?
=> y = 3 - 2 ( 0 )
=> y = 3 - 0
=> y = 3
Hence third coordinate is ( 0,3 )
Hence plotting these points on graph and joining them by a single straight line, we get,
Refer to the attachment for graph.
Hope my answer helped !
Hey there !
Solution:
2x + y = 3
=> y = 3 - 2x
So let us get all the values,
If x = 1, y = ?
=> y = 3 - 2 ( 1 )
=> y = 3 - 2 = 1
Hence first Coordinate is ( 1,1 )
If x = 2, y = ?
=> y = 3 - 2 ( 2 )
=> y = 3 - 4
=> y = -1
Hence second coordinate is ( 2,-1 )
If x = 0, y = ?
=> y = 3 - 2 ( 0 )
=> y = 3 - 0
=> y = 3
Hence third coordinate is ( 0,3 )
Hence plotting these points on graph and joining them by a single straight line, we get,
Refer to the attachment for graph.
Hope my answer helped !
Hey there !
Solution:
2x + y = 3
=> y = 3 - 2x
So let us get all the values,
If x = 1, y = ?
=> y = 3 - 2 ( 1 )
=> y = 3 - 2 = 1
Hence first Coordinate is ( 1,1 )
If x = 2, y = ?
=> y = 3 - 2 ( 2 )
=> y = 3 - 4
=> y = -1
Hence second coordinate is ( 2,-1 )
If x = 0, y = ?
=> y = 3 - 2 ( 0 )
=> y = 3 - 0
=> y = 3
Hence third coordinate is ( 0,3 )
Hence plotting these points on graph and joining them by a single straight line, we get,
Refer to the attachment for graph.
Hope my answer helped !
Answer:
Creating a local site folder enables Dreamweaver to know where your site files are to create all the internal links correctly, and to update them when you move files to a different location within your site. For more information on why it is beneficial to create local sites, see Benefits of a Dreamweaver site.
Step-by-step explanation:
Creating a local site folder enables Dreamweaver to know where your site files are to create all the internal links correctly, and to update them when you move files to a different location within your site. For more information on why it is beneficial to create local sites, see Benefits of a Dreamweaver site.