Halla el conjunto solución del siguiente sistema de ecuaciones aplicando el método de reducción: 2x + 3y = 8 x – 5y = 6
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Answer:
Step-by-step explanation:
Ok, so break this down into each line and Graph
1) pages on the y and days on the bottom (x)
a) begins at origin, passing through the point (20,200)
200 - 0 / 20 - 0 = 200/20 = 10
therefore this line has a slope of 10
y = 10x
b) begins at (0,40) [also known as y-intercept], passes through (20,200)
200 - 40/20-0 = 160/20 = 8
Slope = 8
y = 8x +40
Graph is shown at bottom
Repeat the process for the rest
Break it down like this
2) A graph with days on the x axis and number of pages on the y axis.
There are two lines.
One line begins at (0,280) and passes through the point (20,80)
The other line begins at (0,240) and passes through the point (20,80)
80 - 280/ 20 - 0 = Slope 1
80 - 240/ 20 - 0 = Slope 2
(0, #) = y-intercept = #
3) A graph with days on the x axis and number of pages on the y axis.
There are two lines.
One line begins at the origin and passes through the point (25,200).
The other line begins at (5,0) and passes through the point (25,200).
200 - 0/25 - 0 = Slope 1
200 - 0 / 25 - 5 = Slope 2
(0, #) = y-intercept = #
4) A graph with days on the x axis and number of pages on the y axis.
There are two lines.
One line begins at the origin and passes through the point (7,56).
The other line begins at (0,40) and passes through the point (7,56)
56-0/ 7-0 = Slope 1
56-40 / 7-0 = Slope 2
(0, #) = y-intercept = #
