For each equation, determine whether it is linear. (a) 4x-9+7y=y-5 (b) Equation 4x 5 alt y 4 =7 3 (c) x² +5y = 6 (d) 5xy-8y=9 Is the equation linear? Yes No O O O O о O O

Q: Write the general equation of a line perpendicular to 12x-5y+60=0 and passes through (1,-2).

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Q: Which linear equation is shown below? y = x/5 +2 y = 4x + 3 y = 5x + 2 y = 5x - 2 y = 5x + 4

A: To find out the correct linear equation which is shown in the graph below.

Q: 3x-11y=7 5x²+4y=6 x-²y= -9 X +8√y=10 y-2x-15=0

A: finding the linear equation

Q: -2x Eliminate C from the equation y = 3x² + Ce

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Q: 2x-5y=20 y= 3x + 22 what is the point of intersection

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Q: Write an equation in general form for the line passing through(-12, -1) and perpendicular to the…

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Q: x = -3 y – 2 = 8x 2 x“ + y = –2 2x = 2x – y 2x+y = 4 5

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Q: Reduce the equation to intercept form 2x + 7y - 14 = 0

A: Equation of a straight line in intercept form is given by, xa+yb=1⋯⋯1 Here,…

Q: What are m and b in the linear equation y = 9x + 27? m =

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Q: The phone company Ringular has a monthly plan where a customer pays a flat monthly fee, and then a…

A: Let x denotes the number of monthly minutes used and y denotes the total monthly cost of the plan in…

Q: What are m and b in the linear equation y = 10x + 7

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Q: For the linear equation  y=7x-6  complete the table  x       Y -1      ? 0       ? 1       ?…

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Q: Which of the following equations are linear? (a) + 2r = 10 (b) - 2x = 1 (c) x + 7 = 5 - 3x

A: To determine which equations are linear. We know that linear equation in one variable is an equation…

Q: The pre image in red has been transformed to the image in green. Write the equation of both images.

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Q: 3x + 4y = 14, x = 2y - 12 Which point satisfies both equations? A. (-2,-2) B. (-2,5) C. (-4,4) D.…

A: Given       3x + 4y = 14  -----------------(1)       x - 2y    = -12 -----------------(2)…

Q: Rewrite the linear equation -4(x-) = *-(7y + 3) 3x-4 in the standard form of y = mx + c

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Q: Find an equation of the line that passes through the point  (3, −1)  and is parallel to the line…

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