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2020 - NPS Students entering NHS ALGEBRA 1

Last updated about 2 years ago
20 questions
1

Solve the following equation for the variable:

1

On the number line below, correctly graph and label the following values:

1

John sells macaroons for $1.25 and chocolate chip cookies for $1.75 each. If his total earnings on Wednesday was $57.25, and 37 total cookies were sold, which one of the following must be true?

1

Jean works at a coffee shop, where she earns a base salary of $11 per hour plus 15% of her daily sales on lattes. On Wednesday, she sold 16 lattes, at a cost of $3.35 each, and worked a 5 hour shift. How much did Jean earn on Wednesday?

1

Use any method to solve the system of equations given below. Regardless of your method, you must show your work! Circle the final answer.

1

The graphs below show 2 functions, f and g. The function for f, given in red, is given below. What is the correct function for the blue graph, g?

1

Follow the order of operations to find the result of the expression below. Do not use a calculator. Show your work and circle your final answer.

1

What is the slope of the following equation?

1

What is the slope and y-intercept of the following equation?

1

Daniel, Charlie and Peter each earned money selling lemonade. Daniel earned $5.00 more than the sum of earrnings of Charlie and Peter. Which equation represents Daniel's earnings?
(Let Daniel's earnings = d, Peter's earnings = p, and Charlie's earnings = c)

1

Write a real world scenario that might describe the equation y = 15x + 11; You must clearly define the variables x and y.

1

Perform the following fraction operation. No decimal answers accepted, your answer must be a fraction. Show your work:

1

Which function describes the table of values?

1

All of the following equations are equivalent except for one. Which one?

1

The following equation is used the find the volume of a cylinder:

Solve this equation for r, showing all steps:

1

What is the solution of the equation below?

1

Two lines in the coordinate plane do not intersect. What must be true about these 2 lines?

1

What number is a solution to the inequality below?

1

Derek buys a car for $10,000 and keeps it for 4 years. At the end of the 4 years, the car's value has depreciated to $3200. What type of function is represented here?

1

Multiply the 2 binomials together. What is the product? Show your work.