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Chapter 35 · 2025.9 : B-A (analysis included) · MATH 1

A certain goose species can fly at an average speed of 16 meters per second when in continuous flight. At this rate, how many meters would this goose species fly in 6 seconds?

A96B16C10D22

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Chapter 35 · 2025.9 : B-A (analysis included) · MATH 1

In the figure shown, lines r and s are parallel, and line t intersects both lines. What is the value of a?

A77B90C167D180

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Chapter 35 · 2025.9 : B-A (analysis included) · MATH 1

There is a linear relationship between the mass of an object attached to a vertical spring and the length of the spring extension. The table shows data collected after certain objects were each attached to the spring.

Mass of object	Length of spring extension
20 grams	7 centimeters
60 grams	21 centimeters

What is the length of the spring extension, in centimeters, when a 50-gram object is attached to the spring?

A24.5B35C14D17.5

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Chapter 35 · 2025.9 : B-A (analysis included) · MATH 1

The equation shown gives the estimated amount of gas g, in gallons, that remains in the gas tank of a car after being driven x miles, where 0≤x≤377. What is the estimated amount of gas, in gallons, that remains in the gas tank of the car when x=290?

A13B0C3D16

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Chapter 35 · 2025.9 : B-A (analysis included) · MATH 1

What is the solution to the given equation?

A4B71C90D8

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Chapter 35 · 2025.9 : B-A (analysis included) · MATH 1

A rectangle has an area of 66 square meters and a length of 11 meters. What is the width, in meters, of the rectangle?

A6B55C726D121

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Chapter 35 · 2025.9 : B-A (analysis included) · MATH 1

For the polynomial function f, the graph of y=f(x) in the xy-plane passes through the points (−4,0), (1,0), and (9,0). Which of the following must be a factor of f(x)?

Ax−1Bx+9Cx−4Dx+1

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Chapter 35 · 2025.9 : B-A (analysis included) · MATH 1

In triangle QRS, what is the value of tan y°?

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Chapter 35 · 2025.9 : B-A (analysis included) · MATH 1

8x+32y=30, 12x+48y=45

At how many points do the graphs of the given equations intersect in the xy-plane?

AZeroBExactly oneCInfinitely manyDExactly two

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Chapter 35 · 2025.9 : B-A (analysis included) · MATH 1

Number of cars	Maximum number of passengers and crew
2	102
6	294
10	486

The table shows the linear relationship between the number of cars, c, on a commuter train and the maximum number of passengers and crew, p, that the train can carry. Which equation represents the linear relationship between c and p?

A48p−c=−6B48c−p=6C48p−c=6D48c−p=−6

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Chapter 35 · 2025.9 : B-A (analysis included) · MATH 1

In the given inequality, b is a positive constant. Which of the following does NOT contain any points (x,y) in the xy-plane that are solutions to this inequality?

AThe region where x<0 and y<0BThe region where x<0 and y>0CThe region where x>0 and y>0DThe region where x>0 and y<0

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Chapter 35 · 2025.9 : B-A (analysis included) · MATH 1

The expression x ²+kx+55, where k is a constant, can be rewritten as (x+n)(x+11), where n is a constant. What is the value of k?

A16B6C11D5

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Chapter 35 · 2025.9 : B-A (analysis included) · MATH 1

−3x ²−5x+6=0

What is the greatest solution to the given equation?

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Chapter 35 · 2025.9 : B-A (analysis included) · MATH 1

$\frac {a} {（b+c）}=64$

The given equation relates the positive numbers a, b, and c. Which equation correctly expresses a in terms of b and c?

a=(b+c)

a=64-(b+c)

a=64(b+c)

a=64/(b+c)

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Chapter 35 · 2025.9 : B-A (analysis included) · MATH 1

A right square pyramid has a height of 6 units and a volume of 128 cubic units. What is the length, in units, of one side of the base of the pyramid?

256

64/3

$\frac {8\sqrt {3}} {3}$

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Chapter 35 · 2025.9 : B-A (analysis included) · MATH 1

The scatterplot shows 5 measurements of the body length, in centimeters (cm), of a New Zealand fur seal from an age of 1 year to 6 years old. A line of best fit is also shown. For a New Zealand fur seal at an age of 3 years old, what is the body length predicted by the line of best fit, to the nearest 10 cm?

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Chapter 35 · 2025.9 : B-A (analysis included) · MATH 1

For the linear function f, the graph of y=f(x) in the xy-plane passes through the points (0,6) and (7,7). What is the slope of y=f(x)?

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Chapter 35 · 2025.9 : B-A (analysis included) · MATH 1

If x+3y=29 and 7x−12y=−61, what is the value of y?

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Chapter 35 · 2025.9 : B-A (analysis included) · MATH 1

A dog's mass is 24 kilograms. What is the dog's mass, in grams? (1 kilogram = 1,000 grams)

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Chapter 35 · 2025.9 : B-A (analysis included) · MATH 1

In the xy-plane, the graph of the equation (x−4)²+(y−9)²=16 is a circle. The point (8,c), where c is a constant, lies on this circle. What is the value of c?

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Chapter 35 · 2025.9 : B-A (analysis included) · MATH 1

A beaker containing a liquid is placed on a table. The function g(t)=297+(363−297)(2.72)^−0.103t gives the approximate temperature, in kelvins, of the liquid t minutes after the beaker was placed on the table. According to this function, what was the approximate temperature, in kelvins, of the liquid when the beaker was placed on the table?

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Chapter 35 · 2025.9 : B-A (analysis included) · MATH 1

The function f is defined by f(x)=a^x+b, where a and b are constants and a>0. In the xy-plane, the graph of y=f(x) has a y-intercept at (0,−22) and passes through the point (2,26). What is the value of a+b?

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MATH 1 · 22 questions