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mathematics
college algebra graphs and models

Questions and Answers of College Algebra Graphs And Models

Solve the inequality graphically. Write the solution set in interval notation. -1 −1 ≤ 1 − 2x < 5
Find an equation of the line satisfying the conditions. If possible, for each line write a formula for a linear function whose graph is the line. Horizontal, passing through (1.95, 10.7)
Complete the following for f(x). (a) Determine the domain of f. Use interval notation. (b) Evaluate f(-2), f(0), and f(3). (c) Graph f. (d) Is f continuous on its domain? f(x) = 1 2-x if -3 ≤ x
Solve the inequality graphically. Write the solution set in interval notation. −3 < x − 2 ≤ 2
A linear equation is solved by using the intersection-of-graphs method. Find the solution by interpreting the graph. Assume that the solution is an integer. -6-4 2 X
A linear equation is solved by using the intersection-of-graphs method. Find the solution by interpreting the graph. Assume that the solution is an integer. 246
Find an equation of the line satisfying the conditions. If possible, for each line write a formula for a linear function whose graph is the line. Horizontal, passing through (-5, 6)
Complete the following. (a) Solve the equation symbolically. (b) Classify the equation as a contradiction, an identity, or a conditional equation. 0.5 (3x1) + 0.5x = 2x0.5
Solve the inequality graphically. Write the solution set in interval notation. -2 < 1= x < 2
Find an equation of the line satisfying the conditions. If possible, for each line write a formula for a linear function whose graph is the line. Vertical, passing through (1.95, 10.7)
Solve the inequality graphically. Write the solution set in interval notation. -1 ≤ 2x1 ≤3
Complete the following. (a) Solve the equation symbolically. (b) Classify the equation as a contradiction, an identity, or a conditional equation. 2x+1_2x = 1 3 3
Complete the following. (a) Solve the equation symbolically. (b) Classify the equation as a contradiction, an identity, or a conditional equation. 1 - 2x 4 3x - 1.5 -6
Find an equation of the line satisfying the conditions. If possible, for each line write a formula for a linear function whose graph is the line. Vertical, passing through (-5, 6)
Find the slope-intercept form for the line satisfying the conditions. Passing through (1) and perpendicular to the line passing through (-3,-5) and (-4,0)
Complete the following. (a) Solve the equation symbolically. (b) Classify the equation as a contradiction, an identity, or a conditional equation. 1+1 2 31 - 2 6
Find the slope-intercept form for the line satisfying the conditions. Passing through (-2,4) and passing through (-5,) and (-3.3) perpendicular to the line
Complete the following for f(x). (a) Determine the domain of f. Use interval notation. (b) Evaluate f(-2), f(0), and f(3). (c) Graph f. (d) Is f continuous on its domain? f(x) = 3x (x+1 if -1 < x
Complete the following for f(x). (a) Determine the domain of f. Use interval notation. (b) Evaluate f(-2), f(0), and f(3). (c) Graph f. (d) Is f continuous on its domain? f(x) = -2 0 3x if −6
Complete the following for f(x). (a) Determine the domain of f. Use interval notation. (b) Evaluate f(-2), f(0), and f(3). (c) Graph f. (d) Is f continuous on its domain? f(x) 2x-3 3- 2x if-1
Solve the inequality graphically. Write the solution set in interval notation. -2x = -x + 1
Solve the inequality graphically. Write the solution set in interval notation. x-2>-x+4
Complete the following. (a) Solve the equation symbolically. (b) Classify the equation as a contradiction, an identity, or a conditional equation. 0.5(x - 2) + 5 = 0.5x + 4
Find the slope-intercept form for the line satisfying the conditions. Passing through (1990, 4) and parallel to the line passing through (1980, 3) and (2000, 8)
Complete the following. (a) Solve the equation symbolically. (b) Classify the equation as a contradiction, an identity, or a conditional equation. 2 x – 2 (x - 1) = −2x + 2 − +2
Solve the inequality graphically. Write the solution set in interval notation. 2x-1 ≤ x
Find the slope-intercept form for the line satisfying the conditions. Passing through (5, 7) and parallel to the line passing through (1,3) and (-3,1)
Complete the following. (a) Solve the equation symbolically. (b) Classify the equation as a contradiction, an identity, or a conditional equation. 22 = -2(2x + 1.4)
Complete the following for f(x). (a) Determine the domain of f. Use interval notation. (b) Evaluate f(-2), f(0), and f(3). (c) Graph f. (d) Is f continuous on its domain? f(x) fx-1
Complete the following for f(x). (a) Determine the domain of f. Use interval notation. (b) Evaluate f(-2), f(0), and f(3). (c) Graph f. (d) Is f continuous on its domain? f(x) (3 if -3 = x <
Solve the inequality graphically. Write the solution set in interval notation. x + 2 = 2x
Complete the following for f(x). (a) Determine the domain of f. Use interval notation. (b) Evaluate f(-2), f(0), and f(3). (c) Graph f. (d) Is f continuous on its domain? f(x) = if -5 ≤ x
Complete the following for f(x). (a) Determine the domain of f. Use interval notation. (b) Evaluate f(-2), f(0), and f(3). (c) Graph f. (d) Is f continuous on its domain? f(x) = (2x if-2
Complete the following for f(x). (a) Determine the domain of f. Use interval notation. (b) Evaluate f(-2), f(0), and f(3). (c) Graph f. (d) Is f continuous on its domain? f(x) = [2x+1 if -3 = x <
Find the slope-intercept form for the line satisfying the conditions. Perpendicular to 4.x - 8y = 8, passing through (4,7)
Find the slope-intercept form for the line satisfying the conditions. Parallel to -3x + 4y = 12, passing through (-4,-6)
Solve the inequality symbolically. Express the solution set in set-builder or interval notation. (1-2) - +=== 6 5 22- 3 +1
Complete the following. (a) Solve the equation symbolically. (b) Classify the equation as a contradiction, an identity, or a conditional equation. 7-92 = 2(3-4z) - z
Complete the following. (a) Solve the equation symbolically. (b) Classify the equation as a contradiction, an identity, or a conditional equation. 3(x-1)=5
Solve the inequality symbolically. Express the solution set in set-builder or interval notation. z + }(3 − 2) − z ≥ (z − 2) +
Complete the following. (a) Solve the equation symbolically. (b) Classify the equation as a contradiction, an identity, or a conditional equation. 5x = 1 = 5x + 4
Find the slope-intercept form for the line satisfying the conditions. Perpendicular to x + y = 4. passing through (15,-5)
Find the slope-intercept form for the line satisfying the conditions. Parallel to 2x - 3y -6, passing through (4, -9)
Solve the equation and check your answer. 0.35 +0.65 (10-1) = 0.55 (10)
Find the slope-intercept form for the line satisfying the conditions. Perpendicular to y = -x +, passing through (3.8)
Solve the inequality symbolically. Express the solution set in set-builder or interval notation. VI 3 21 V
Solve the inequality symbolically. Express the solution set in set-builder or interval notation. V 5 V Alw
Solve the equation and check your answer. 0.15 +0.85 (100 t) = 0.45(100)
Find the slope-intercept form for the line satisfying the conditions. Perpendicular to y = -2x, passing through (-2,5)
The following graph shows the percentage P of people saying that now is a good time to find a quality job in the United States.Use a formula to evaluate P(2012). Interpret your answer.
The following graph shows the percentage P of people saying that now is a good time to find a quality job in the United States.Write a formula for a piecewise-defined function for this graph.
Solve the inequality symbolically. Express the solution set in set-builder or interval notation. 3x - 1 < 2(x - 3) + 1
Solve the inequality symbolically. Express the solution set in set-builder or interval notation. 5x2(x + 3) ≥ 4 - 3x
Solve the equation and check your answer. 1.12 - 2.5 = 0.3 (= - 2)
Find the slope-intercept form for the line satisfying the conditions. Parallel to y = x + 3, passing through (0, -2.1)
Find the slope-intercept form for the line satisfying the conditions. Parallel to y = -4x - passing through (2,-5)
Solve the inequality symbolically. Express the solution set in set-builder or interval notation. -4 5 5 - 3x < 6 45
Solve the equation and check your answer. 0.1z 0.05 = -0.07%
The following graph shows the percentage P of people saying that now is a good time to find a quality job in the United States.Use the graph to evaluate P (2007) and P (2009).
Match each piecewise-defined function with its graph in choices a-d at the top of next column. ) = {} -x² √x k(x) = if x < 0 if x ≥ 0
Solve the inequality symbolically. Express the solution set in set-builder or interval notation. 3≤/x+²≤6
Solve the equation and check your answer. 3.x - 1 5 - 2 = 3
Solve the equation and check your answer. x=5+3=2x=2-2 2(1-x) 4
Find the slope-intercept form for the line satisfying the conditions. Perpendicular to the line y=(x-1980) + 5, passing through (1980, 10)
Find the slope-intercept form for the line satisfying the conditions. Perpendicular to y = 6x 10, passing through (15,-7) -
The following graph shows the percentage P of people saying that now is a good time to find a quality job in the United States.Describe the trends shown in the graph.
Solve the equation and check your answer. p = (PE - +) - (1 - PT) { {
Solve the inequality symbolically. Express the solution set in set-builder or interval notation. { z (¢ + x) − } <
Match each piecewise-defined function with its graph in choices a-d at the top of next column. 21 1-zx! |2 - xn [-> x J! -x² = g(x)
Find the slope-intercept form for the line satisfying the conditions. Passing through (-) and (₁-7)
Solve the equation and check your answer. (d - 3) - 호(2d - 5) = 吾 12
Solve the equation and check your answer. 유 77 Th
Solve the inequality symbolically. Express the solution set in set-builder or interval notation. 0< 7x-5 3 ≤4
Solve the inequality symbolically. Express the solution set in set-builder or interval notation. 5> 2(x+4) - 5> -5
Match each piecewise-defined function with its graph in choices a-d at the top of next column. h(x) = -4 4 if x < 0 if x ≥ 0
Find the slope-intercept form for the line satisfying the conditions. Parallel to y = 4x + 16, passing through (-4,-7)
Find the slope-intercept form for the line satisfying the conditions. Parallel to the line y = -(x - 100) - 99, passing through (1,3)
The graph of y = f(x) gives the speed limit y along a rural highway x miles from its starting point at an intersection. (a) What are the maximum and minimum speed limits along this stretch of
The table shows the distance y in miles traveled by a vehicle using x gallons of gasoline. (a) Calculate the slopes of the line segments that connect consecutive points. (b) Find a linear function
The table shows the distance y in miles traveled by a vehicle using x gallons of gasoline. (a) Calculate the slopes of the line segments that connect consecutive points. (b) Find a linear function
Suppose that during a storm rain is falling at a rate of 1 inch per hour. The water coming from a circular roof with a radius of 20 feet is running down a downspout that can accommodate 400 gallons
A 500-gallon tank initially contains 200 gallons of fuel oil. A pump is filling the tank at a rate of 6 gallons per minute. (a) Write a formula for a linear function f that models the number of
A 300-gallon tank is initially full of water and is being drained at a rate of 10 gallons per minute. (a) Write a formula for a function W that gives the number of gallons of water in the tank
ATM The graph of y = f(x) depicts the amount of money y in dollars in an automatic teller machine (ATM) after x minutes. (a) Determine the initial and final amounts of money in the ATM. (b)
Match the given equation to its graph (a-f) shown in the next column. 0 yêu LÁ 0 g IX:0 > u* + (IX = x)u = { 10 '0 ¹
Match the given equation to its graph (a-f) shown in the next column. y = mx, m > 0
Solve the inequality symbolically. Express the solution set in set-builder or interval notation. -2x < (x + 1)
Solve the equation and check your answer. 6x = 4(x - 1)
A roof has a 0.5-inch layer of ice on it from a previous storm. Another ice storm begins to deposit ice at a rate of 0.25 inch per hour. (a) Find a formula for a linear function f that models
In 1990 the number of births per 1000 people in the United States was 16.7 and decreasing, on average, at 0.136 birth per 1000 people each year. (a) Write a formula for a linear function f that
Living with HIV/AIDS In 2014 there were 1.2 million people in the United States who had been infected with HIV. At that time the infection rate was 44,000 people per year.(a) Write a formula for a
Solve the inequality symbolically. Express the solution set in set-builder or interval notation. x +1 < 6 - 4x
Write a formula for a linear function that models the situation. Choose both an appropriate name and an appropriate variable for the function. State what the input variable represents and the domain
Write a formula for a linear function that models the situation. Choose both an appropriate name and an appropriate variable for the function. State what the input variable represents and the domain
Solve the equation and check your answer. -9x3 = 24
Match the given equation to its graph (a-f) shown in the next column. - y = m(x − x₁) + y₁m > 0, x₁ = 0, y₁ = 0
Write a formula for a linear function that models the situation. Choose both an appropriate name and an appropriate variable for the function. State what the input variable represents and the domain
Solve the inequality symbolically. Express the solution set in set-builder or interval notation. 2x124-x
Solve the inequality symbolically. Express the solution set in set-builder or interval notation. 3(x + 5) ≤ 0
Solve the equation and check your answer. -5x + 3 = 23

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