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timofeeve [1]
3 years ago
8

Solve the following system of equations graphically on the set of axes below.

Mathematics
2 answers:
Otrada [13]3 years ago
8 0
Answer:

y=1/6x+5 -> plot points (-6,4),(0,5),(6,6)

y=-3/2 x -5 -> plot (-2,-2),(0,5),(2,-8)


Plot about 3 points for each line and connect them

Y=1/6 x +5
(Y=4)
4=1/6x+5
-1=1/6x
X=-6

(-6,4)

(Y=5)
5=1/6x+5
0=1/6x
x=0

(0,5)

Y=6
6=1/6x +5
1=1/6 x
X=6
(6,6)

Line y=1/6x+5 plot points (-6,4),(0,5),(6,6)


Y=-3/2 x -5
(Y=-8)
-8=-3/2 x -5
-3=-3/2 x
6=3x
x=2

(2,-8)

(Y=-2)
-2=-3/2 x -5
3= -3/2 x
-6=3x
x=-2

(-2,-2)

(Y=-5)
-5=-3/2 x -5
0=-3/2 x
x=0

(0,-5)

Line Y=-3/2 x -5 plot (-2,-2),(0,5),(2,-8)
PSYCHO15rus [73]3 years ago
3 0

Answer:

(X,y)=(15/2,25/4) thanks for all the answers

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Check the coordinates of the given points in each of the given possible answer functions (2, –21) and (5, –45), until you find the function satisfied by these two points.

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-21 = -(2) - 5 This is false, and we can state that confidentally even

without checking whether the other given point is a solution.

Moving on to the next equation y = –8x + 5:

Is -21 = -8(2) + 5? Is -21 = -16 + 5? Is -21 = -11? No. Move on to the next equation: y = 8x – 5. Is -21 = 8(2) -5 true? No. Move on to the next equation:

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It appears that the given points (2,-21) and (-5,-45) are not solutions of any of the four given equations.

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olya-2409 [2.1K]

Answer:

a1

Step-by-step explanation:

Just add the numerators if both fractions to get: a + 1 = a1

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2 years ago
Read 2 more answers
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