Absolute value Equations - Panda SAT

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11 questions , 16 mins

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Ms.Eman Gamal

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Absolute value Equations - Panda SATVersión en línea 11 questions , 16 mins por Ms.Eman Gamal 1 If \|x - y\| = d and x > y, which of the following cannot be the value of y - x? I. d II. -d III. \|y - x\| a I b II c I and II d I and III 2 a = \|\|x\|^3 - \|x - y\|^2 - y + x\|. If x = -2 and y = 5, a = a 47 b 48 c 49 d 50 3 Which of the following inequalities create the graph below? a \|x - 8\| < 4 b \|-x - 3\| < 8 c \|x - 4\| < 8 d \|-x - 4\| > 8 4 Which of the following values of x creates a result of -2 in the expression below? \|x - 3\| + 2 a 4 b 5 c 6 d There is no such value 5 Which expression below is equal to 0 when x is 0? a \|x - 2\| - 2 b \|x + 2\| + 2 c \|2 - x\| + 2 d \|2 + x\| + 2 6 Which of these choices is a solution of the given equation? 4\|x + 3\| = 7\|x + 3\| a -3 b 0 c 3 d There are no solutions 7 What are the solutions of the following equation? \|x + 10\| + 12 = 30 a -8, -28 b 8, -28 c 28, 8 d 28, -8 8 Solve for s in the equation below: 4\|3 - 3s\| - 18 = 66, s < 0 Written answer 9 For what value of x is \|x - 2\| + 2 equal to 0? a -2 b 0 c 1 d There is no such value of x 10 For at least one value of p, which of the following expressions is equivalent to 0? a \|p - 2\| - 2 b \|1 - p\| + 1 c \|p + 1\| + 3 d \|p - 1\| + 1 11 \|x^2 + 4\| = 8 Which of the following is a real number solution to the equation above? a 4 b -2 c -4 d -8

Absolute value Equations - Panda SATVersión en línea

11 questions , 16 mins

por Ms.Eman Gamal

If |x - y| = d and x > y, which of the following cannot be the value of y - x? I. d II. -d III. |y - x|

I and II

I and III

a = ||x|^3 - |x - y|^2 - y + x|. If x = -2 and y = 5, a =

Which of the following inequalities create the graph below?

|x - 8| < 4

|-x - 3| < 8

|x - 4| < 8

|-x - 4| > 8

Which of the following values of x creates a result of -2 in the expression below? |x - 3| + 2

There is no such value

Which expression below is equal to 0 when x is 0?

|x - 2| - 2

|x + 2| + 2

|2 - x| + 2

|2 + x| + 2

Which of these choices is a solution of the given equation? 4|x + 3| = 7|x + 3|

-3

There are no solutions

What are the solutions of the following equation? |x + 10| + 12 = 30

-8, -28

8, -28

28, 8

28, -8

Solve for s in the equation below: 4|3 - 3s| - 18 = 66, s < 0

Written answer

For what value of x is |x - 2| + 2 equal to 0?

-2

There is no such value of x

For at least one value of p, which of the following expressions is equivalent to 0?

|p - 2| - 2

|1 - p| + 1

|p + 1| + 3

|p - 1| + 1

|x^2 + 4| = 8 Which of the following is a real number solution to the equation above?

-2

-4

-8

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Absolute value Equations - Panda SAT

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Absolute value Equations - Panda SATVersión en línea

por Ms.Eman Gamal

If |x - y| = d and x > y, which of the following cannot be the value of y - x? I. d II. -d III. |y - x|

a = ||x|^3 - |x - y|^2 - y + x|. If x = -2 and y = 5, a =

Which of the following inequalities create the graph below?

Which of the following values of x creates a result of -2 in the expression below? |x - 3| + 2

Which expression below is equal to 0 when x is 0?

Which of these choices is a solution of the given equation? 4|x + 3| = 7|x + 3|

What are the solutions of the following equation? |x + 10| + 12 = 30

Solve for s in the equation below: 4|3 - 3s| - 18 = 66, s < 0

Written answer

For what value of x is |x - 2| + 2 equal to 0?

For at least one value of p, which of the following expressions is equivalent to 0?

|x^2 + 4| = 8 Which of the following is a real number solution to the equation above?