One Step Equation Word Problems

Front

What is a one-step equation?

Back

A one-step equation is an algebraic equation that can be solved in a single step, typically involving addition, subtraction, multiplication, or division to isolate the variable.

Front

How do you represent a word problem as an equation?

Back

To represent a word problem as an equation, identify the quantities involved, define variables for unknowns, and translate the relationships described in the problem into mathematical expressions.

Front

What is the first step in solving a one-step equation?

Back

The first step in solving a one-step equation is to isolate the variable by performing the inverse operation of the operation applied to the variable.

Front

In the equation x + 7.12 = 27.10, how do you solve for x?

Back

To solve for x, subtract 7.12 from both sides of the equation: x = 27.10 - 7.12.

Front

What does the variable 'g' represent in the equation g + 2 = 14?

Back

In the equation g + 2 = 14, 'g' represents the number of games won by Kanaan's middle school football team.

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How do you calculate the total production of an item over a period of time?

Back

To calculate the total production of an item over a period of time, multiply the daily production rate by the number of days.

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What is the equation to find the total cost of buying multiple items?

Back

The equation to find the total cost of buying multiple items is: Total Cost = Price per Item × Number of Items.

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How do you set up an equation for a scenario where you need to find an initial amount after a purchase?

Back

Set up the equation by defining a variable for the initial amount, then subtract the cost of the purchase from that variable to equal the remaining amount.

Front

What is the solution to the equation n - 5.12 = 27.10?

Back

To solve for n, add 5.12 to both sides: n = 27.10 + 5.12.

Front

What is the significance of understanding one-step equations in real-life scenarios?

Back

Understanding one-step equations helps in solving practical problems involving finances, measurements, and other everyday situations where relationships between quantities are involved.