1Tools:★✎▥Chapter 98 · 2024.03 : A (analysis included) · MATH 2 The graph of y =f(x) is shown in the xy-plane. What is the value of f(0)?A-4B0C3/10D4
2Tools:★✎▥Chapter 98 · 2024.03 : A (analysis included) · MATH 2Which expression is equivalent to (7nr²+2nr)+(5n²r+4nr)?A12m²r²+6nrB12n³r³+6n²r²C35n³r³+8n²r²D7nr²+5n²r+6nr
3Tools:★✎▥Chapter 98 · 2024.03 : A (analysis included) · MATH 2The given equation relates the distinct positive numbers v, w, and x, Which equation correctly expresses w in terms of v and x? Aw =-123vxBw=-Cw=-Dw =v+123x
4Tools:★✎▥Chapter 98 · 2024.03 : A (analysis included) · MATH 2In the given equation, r is a constant. The equation has no solution. What is the value of r?-3x +6rx =54ABC2D9
5Tools:★✎▥Chapter 98 · 2024.03 : A (analysis included) · MATH 2A real estate company offers a series of three webinars. 3,750 people attended the first webinar. 54%of the people who attended the first webinar attended the second webinar, and 36%of the people who attended the first and second webinars attended the third webinar How many people attended all three webinars?A558B2025C375D729
6Tools:★✎▥Chapter 98 · 2024.03 : A (analysis included) · MATH 2 The graph of y =f(x) is shown. What is the y-intercept of the graph of y =f(r)+11?A(0,-10)B(0,12)C(1,11)D(-11,1)
7Tools:★✎▥Chapter 98 · 2024.03 : A (analysis included) · MATH 2The function f is defined by f(x)=|x-6x|. What value of a satisfies f(2)-f(a)=-30?A-32B6C8D150
8Tools:★✎▥Chapter 98 · 2024.03 : A (analysis included) · MATH 2If -7(13-5x)+3=-8(13-5x)+25, what is the value of 13-5x?A22B9/5C-9/5D-22
9Tools:★✎▥Chapter 98 · 2024.03 : A (analysis included) · MATH 2The minimum value of x is 4 less than 8 times another number n. Which inequality shows the possible values of x?AX≤8n-4Bx≥8n-4Cx≤4-8nDx≥4-8n
10Tools:★✎▥Chapter 98 · 2024.03 : A (analysis included) · MATH 2 The shaded region shown represents the solutions to the inequality -19y<c, where c is a constant. What is the value of c?A95B5C-5D-95
11Tools:★✎▥Chapter 98 · 2024.03 : A (analysis included) · MATH 2At a constant temperature, a scuba diver combines two different concentrations of nitrox mix (oxygen-nitrogen gas mixture)to fill a tank to a total pressure of 90 atmospheres (atm), of which 37%is contributed by oxygen. Nitrox mix A contributes x atm of pressure to the tank,of which 22% is contributed by oxygen. Nitrox mix B contributes y atm of pressure to the tank, of which 49% is contributed by oxygen. Which system of equations represents this situation?Ax+y=900 .22x+0 .49y=0 .37(90)Bx+y=900.49x+0.22y=0.37(90)Cx+y=0 .37(90)0.22x+0 .49y=90Dx+y=0.37(90)0.49x+0.22y=90
12Tools:★✎▥Chapter 98 · 2024.03 : A (analysis included) · MATH 2 The graph of the equation y=2x+k is shown, where k is a constant. What is the value of k?A-8B-7C7D8
13Tools:★✎▥Chapter 98 · 2024.03 : A (analysis included) · MATH 2A certain town has an area of 3.51 square miles. What is the area, in square yards, of this town? (1 mile =1,760 yards)A501B6,178C882,507D10,872,576
14Tools:★✎▥Chapter 98 · 2024.03 : A (analysis included) · MATH 2The function f gives the product of a number, x, and a number that is 7 more than x. Which equation defines f?Af(x)=x²+x+7Bf(x)=x²+7Cf(x)=x²+7xDf(x)=x²+7x+7
15Tools:★✎▥Chapter 98 · 2024.03 : A (analysis included) · MATH 2The function gives a toy car's height above the ground f(x), in inches,z seconds after it started moving on an elevated track, where 0≤x≤10. Which of the following is the best interpretation of the vertex of the graph of y =f(x)in the xy-plane?AThe toy car's minimum height was 4 inches above the ground.BThe toy car's minimum height was 6 inches above the ground.CThe toy car's height was 4 inches above the ground when it started moving.DThe toy car's height was 6 inches above the ground when it started moving.
16Tools:★✎▥Chapter 98 · 2024.03 : A (analysis included) · MATH 2One of the factors of 5x³+105x²+540x is z+b, where b is a positive constant. What is the smallest possible value of b?A10B9C12D5
17Tools:★✎▥Chapter 98 · 2024.03 : A (analysis included) · MATH 2Kenny engages in up to 3 types of exercise each week for a total of 6 hours while training for a triathlon. Kenny swims for the same number of minutes each week. The equation y=360-x-170 represents the situation where Kenny bikes for x minutes during a week and runs for any remaining training time y, in minutes. If this equation is graphed in the xy-plane, which statement is the best interpretation of the x-intercept of the graph?ADuring a week when Kenny doesn't run, he bikes for 190 minutes.BDuring a week when Kenny doesn't bike, he runs for 190 minutes.CEach week, Kenny bikes and runs for a total of 190 minutes.DDuring a week when Kenny swims for 190 minutes, he bikes for 170minutes.
18Tools:★✎▥Chapter 98 · 2024.03 : A (analysis included) · MATH 2Two lines intersect at exactly one point, forming two acute angles and two obtuse angles. The measure of one of these angles is (9x-110)°. Which of the following could NOT be the sum of the measures of any two of these angles?A(-18x+220)°B(-18x+580)°C(18x-220)°D180°
19Tools:★✎▥Chapter 98 · 2024.03 : A (analysis included) · MATH 2In the given equation, is a positive constant. The product of the solutions to the equation is 64. What is the value of ? A40B-40C-8/5D32/5
20Tools:★✎▥Chapter 98 · 2024.03 : A (analysis included) · MATH 2Each of the following frequency tables represents a data set. Which of these frequency tables represents the data set with the smallest standard deviation?ABCD
21Tools:★✎▥Chapter 98 · 2024.03 : A (analysis included) · MATH 2 The table shows the volume of two similar solids. right circular cylinder A and right circular cylinder B. The radius of right circular cylinder A is 3 units.The surface area of right circular cylinder A is k square units, and the surface area of right circular cylinder B is n square units, where k and n are constants. What is the value of n-k? (The surface area of a right circular cylinder with radius r and height h is 2r²+2rh)A1200B1200πC990D990π
22Tools:★✎▥Chapter 98 · 2024.03 : A (analysis included) · MATH 2Function f is a quadratic function. The graph of y=f(x)in the xy-plane has a vertex at(-5, -8), and passes through the point (-6,-10), and has a y-intercept at (0, a). The graph of y=6·f(x)has a y-intercept at (0, b). What is the positive difference between a and b?A122B130C190D290