1Tools:★✎▥Chapter 57 · 2025.3 : B-A (analysis included) · MATH 2The function f is defined by ,where a,b and n are constants,and b and n are integers.If f(4)=5 and f(7)=135,what is the value of f(9) ?A405B1,215C3,645D10,935
2Tools:★✎▥Chapter 57 · 2025.3 : B-A (analysis included) · MATH 2The function f is defined by ,where a<0.What is the product of f(15a) and f(8a) ?A-51B51C-638D638
3Tools:★✎▥Chapter 57 · 2025.3 : B-A (analysis included) · MATH 2The perimeter of an equilateral triangle is 876 centimeters. The three vertices of the triangle lie on a circle. The radius of the circle is centimeters. What is the value of w?A292B292C292/3D146
4Tools:★✎▥Chapter 57 · 2025.3 : B-A (analysis included) · MATH 2In triangle ABC, the measure of angle A is 52° and AC = 35. In triangle PQR, the measure of angle P is 52° and PR = 105. Which additional piece of information is sufficient to prove that triangle ABC is similar to triangle PQR?AAB=30 and PQ=30.BAB=30 and QR=90.CThe measures of angle B and angle R are 34°and 94°,respectively.DThe measures of angle B and angle Q are 52°and 34°,respectively.
5Tools:★✎▥Chapter 57 · 2025.3 : B-A (analysis included) · MATH 2In the given system of equations,c is a constant. The system has two distinct real solutions.Which of the following could be the value of c?y=x-cy=-4(x-8)2A3B7CD13
6Tools:★✎▥Chapter 57 · 2025.3 : B-A (analysis included) · MATH 2A square map has a side length of 55 inches, and 1 inch on the map represents an actual distance of 21 miles. A smaller version of the same map is printed as a square with the side length 70% shorter than the side length of the previous map. On the smaller map, which of the following is closest to the actual distance, in miles, represented by 1 inch ?A30B50C70D90
7Tools:★✎▥Chapter 57 · 2025.3 : B-A (analysis included) · MATH 2The graph of y=f(x)+2 is shown.Which equation defines function f ?Af(x)=-3x+1Bf(x)=-3x+3Cf(x)=-3x+4Df(x)=-3x+5
8Tools:★✎▥Chapter 57 · 2025.3 : B-A (analysis included) · MATH 2The function f is defined by f(x)= 6x + 14. What is the y-coordinate of the y intercept of the graph of y = f(x) in the xy-plane?A6B8C14D20
9Tools:★✎▥Chapter 57 · 2025.3 : B-A (analysis included) · MATH 2A cooking school is offering a promotion where the first class is free, the second class is half off the regular price, and the remaining classes are regularly priced. If the regular price of a class is $22.80, which function f gives the total cost, in dollars, of x classes taken using this promotion,where x >2?Af(x)=22.80(x-1)+11.40Bf(x)=22.80(x-2)+11.40Cf(x)=22.80(x-1)+11.40(x-2)Df(x)=22.80(x-2)+11.40(x-1)
10Tools:★✎▥Chapter 57 · 2025.3 : B-A (analysis included) · MATH 2One of the two equations in a system of linear equations is given. The system has no solution. Which equation could be the second equation in this system?3x=45y-27Ax=5yBCx=15y-9D
11Tools:★✎▥Chapter 57 · 2025.3 : B-A (analysis included) · MATH 2The shaded region shown represents the solutions to rx + ty ≥-77,Where r and t are constants.What is the value of r + t?A8B6C-6D-7
12Tools:★✎▥Chapter 57 · 2025.3 : B-A (analysis included) · MATH 2The function f is defined by,where k is a constant.If y=f(x) is graphed in the xy-plane, what is the y-coordinate of the y-intercept of the graph?A-10BCD
13Tools:★✎▥Chapter 57 · 2025.3 : B-A (analysis included) · MATH 2The graph shows a linear relationship between x and y. Which equation represents this relationship, where R is a positive constant ?ARx+12y=18BRx-12y=-18CRx-2y=18DRx-2y=-18
14Tools:★✎▥Chapter 57 · 2025.3 : B-A (analysis included) · MATH 2What are all solutions to the given equation ?-2|3x+7|+5=- 3A-1B-1 and -8/3C-1 and -11/3DThere is no solution
15Tools:★✎▥Chapter 57 · 2025.3 : B-A (analysis included) · MATH 2To study fluctuations in leaf water potential, samples of wood were taken from 21 trees and cut in the shape of a cube. The length of the edge of one of these cubes is 3.000 centimeters. This cube has a density of 0.320 grams per cubic centimeter. What is the mass of this cube, in grams?A8.642B181.482C2.88D0.96
16Tools:★✎▥Chapter 57 · 2025.3 : B-A (analysis included) · MATH 2The solution to the given system of equations is (x,y).What is the value of x+y ?7y=- 6x+2,55024x-28y=1,800A250B300C350D400
17Tools:★✎▥Chapter 57 · 2025.3 : B-A (analysis included) · MATH 2An object is launched from a height of 121 feet above the ground. A quadratic function f models the height above the ground, in feet, of the object t seconds after it is launched According to the model, 2 seconds after the object is launched, it reaches a maximum height 185 feet above the ground. Which equation defines f ?Af(t)=-16(t+185)2-2Bf(t)=-16(t-185)2+2Cf(t)=-16(t+2)2-185Df(t)=-16(t-2)2+185
18Tools:★✎▥Chapter 57 · 2025.3 : B-A (analysis included) · MATH 2At a convention center, there are a total of 375 visitors. Each visitor is located in either room A, room B, or room C.If one of these visitors is selected at random, the probability of selecting a visitor who is located in room A is 0.68, and the probability of selecting a visitor who is located in room B is 0.24. How manyvisitors are located in room C ?A8B30C61D165
19Tools:★✎▥Chapter 57 · 2025.3 : B-A (analysis included) · MATH 2The function T estimates the temperature, in degrees Fahrenheit (°F), in a certain city one day in January, where x is the number of hours after 10 a.m. and 1≤x≤5. According to the function, what wasthe estimated decrease in temperature each hour, in °F, in this city during this time period ?T(x)=67-8xA4B8C59D67
20Tools:★✎▥Chapter 57 · 2025.3 : B-A (analysis included) · MATH 2A rectangle has a length that is 92 times its width. The function y = (92w)(w) represents this situation, where y is the area, in square feet, of the rectangle and y > 0. Which of the following is the best interpretation of 92w in this context?AThe length of the rectangle, in feetBThe area of the rectangle, in square feetCThe difference between the length and the width of the rectangle, in feetDThe width of the rectangle, in feet
21Tools:★✎▥Chapter 57 · 2025.3 : B-A (analysis included) · MATH 2In the linear function f, f(0) = 2 and f(7) = 2.Which equation defines f ?Af(x)=0Bf(x)=7Cf(x)=2Df(x)=x+2
22Tools:★✎▥Chapter 57 · 2025.3 : B-A (analysis included) · MATH 2How many solutions does the equation 2x- 3= 2x have ?AZeroBExactly oneCExactly twoDInfinitely