Understanding Linear Equations and Inequalities

• A person has 7 apples and buys some more to have a total of 12 apples.

• A person has some apples, buys 7 more, and ends up with 12 apples.

• A person has 12 apples and gives away 7 apples.

• A person has 12 apples and buys 7 more.

Tags

VA.MATH.6.PFA.3.f

Write a one-step linear equation to represent the following situation: "A person has 5 candies and receives more candies to have a total of 10 candies."

Tags

VA.MATH.6.PFA.3.e

Tags

VA.MATH.6.PFA.4.a

• A person has 9 books and buys 4 more.

• A person has some books, gives away 4, and has 9 left.

• A person has 4 books and buys some more to have 9 books.

• A person has 9 books and gives away 4.

Tags

VA.MATH.6.PFA.3.f

Write a one-step linear equation to represent the following situation: "A person has 8 dollars and spends some to have 3 dollars left."

Tags

VA.MATH.6.PFA.3.e

Tags

VA.MATH.6.PFA.4.a

• A person has 14 candies and gives away 2.

• A person has twice as many candies as 7.

• A person has 2 candies and buys 14 more.

• A person has 14 candies and doubles them.

Tags

VA.MATH.6.PFA.3.f

Write a one-step linear equation to represent the following situation: "A person has 15 marbles and loses some to have 10 marbles left."

Tags

VA.MATH.6.PFA.3.e

Tags

VA.MATH.6.PFA.4.a

• A person has 5 candies and divides them into 3 equal groups.

• A person has some candies, divides them into 3 equal groups, and each group has 5 candies.

• A person has 3 candies and divides them into 5 equal groups.

• A person has 5 candies and triples them.

Tags

VA.MATH.6.PFA.3.f