L 2 3 4 Graph equations 1-4 on Desmos. Use the graph to complete the other parts of the table. Then, look for patterns! Use what you notice to complete equations 5 and 6. X= (x + 5)(x + 1) 5 EQUATION y=-x-4)(x+2) 6 y=x²0x + 24 y=-²-8x-15 X-INTERCEPTS (-1,0)-7,0) (1,0)(-9,0) LINE OF SYMMETRY VERTEX OPENS UP OR DOWN?

Q: Graph 3x + 5y=7

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Q: what is 3x-7y=21 graphed

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Q: 3. M: (x, y) (x,-y A(2, 1), B(5, 4), C(5, 1) 10 2 DB6 42 -2 68.10 10

A: Answer

Q: Graph y = x2 - 4.

A: we have to graph y=x2-4. the equation can be written as:  y+4=x-02y--4=x-02         1 as we know…

Q: 6. M: (x. y) (x-3, y+ 2) D(4,-1), E(7,3), F(7, -1) 10 21 -10 BE 4 6 10 10 10

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Q: graph 5x+2y=10

A: Given 5x+2y=10 5x+2y10=10105x10+2y10=1x2+y5=1 it is of the form xa+yb=1 where (a,0) is X-intercept…

Q: Graph y = (x - h)2for h = 3, 0, and -4..

A: Given: y=x-h2h=3,0 and -4

Q: 3x+2y=14 draw a graph

A: I have drawn the graph below

Q: can you graph 7x+2y=-10?

A: Given,         7x+2y=-10

Q: Are the points (4,2) and (-4, -2) on the graph y=-2x+10

A: The points (4,2) and (-4,-2) and the graph y=-2x+10

Q: Graph y=4log3(2t-7)+8

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Q: Graph y = 2x - 3.

A: Given that, y = 2x - 3

Q: Graph 옮--.

A: Here I am attaching image so that you understand each and every step.

Q: how are graphs y=2x and y=2x - 7 different

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Q: how to graph P(-1,3) and y=4x-7

A: Given equation:-  y=4x-7

Q: x+ 6y = 6

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Q: graph y=7.

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Q: Graph 4x+5y=40

A: To graph the 4x+5y=40

Q: Graph x - óx+ 8y- 31 = 0.

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