LESSON PLAN - Granite School District
LESSON PLAN - Granite School District
LESSON PLAN - Granite School District
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Writing Situations for One-Variable Equations and Equations for Situations<br />
Team Challenge Game<br />
Objective: Students write situations and equations<br />
Materials needed: equation written on a 3 x 5 card for each team, overhead<br />
transparency and marker for each team<br />
Begin by writing 2x + 3 = 17 on overhead. Tell the students the class will be writing a<br />
story situation to fit this equation. Ask them to choose a topic or object (pizza, CD’s,<br />
dollars, boyfriends, hours watching TV, etc.) Letting the variable represent a number<br />
of those chosen items, discuss words that could be used to indicate the operations.<br />
Point out that the end result is 17. Then, ask the class to help write a story such as:<br />
Marco had several CD’s. His friend, Jaime, owned three more than twice the<br />
number of CD’s Marco had. Jaime owned seventeen CD’s. How many CD’s did<br />
Marco have?<br />
Have the class member solve the equation and answer the question.<br />
Give each team an equation on a 3 x 5 card. Have them work together to write a<br />
situation for their equation and find the solution. When the teams have finished<br />
writing, have their scribe copy their equation and solution on the top of a transparency<br />
page and write the situation on the bottom half. The equations are covered up, so the<br />
class sees only the situation, not the equation. All equations should be recorded on an<br />
assignment paper.<br />
Procedure:<br />
1) When the transparencies are completed, choose a team member to come to the<br />
overhead and put the transparency with the equation covered on the overhead for<br />
the class.<br />
2) The other teams get a few minutes to work to write an equation for it.<br />
3) The person at the overhead chooses any person in the class to come write the<br />
equation on the board, and to explain why he/she thinks that equation works.<br />
4) The person at the overhead then uncovers the original equation and the two<br />
equations are compared for equivalency.<br />
5) If the person being challenged was correct, that person’s team is given<br />
points, treat etc. If not, the challenging team earns points.<br />
This activity gives an excellent opportunity to write and discuss the language of<br />
mathematics, to reason, represent mathematical ideas using correct notation, connect<br />
mathematics to a real-world situation and to problem solve. Allowing teams to work<br />
together, then requiring individual accountability through the selection of “a” person to<br />
respond to the class reduces risk and engages all students. Discussion about<br />
extraneous and important information will be a natural result as well as operations and<br />
order of operations.<br />
Cards: ½ x + 1 = 7 9 = x/3 + 5 x/4 – 3 = 2<br />
6 + 4x = 26 3x + 3 = 18 20 = 2x – 10<br />
x/10 + 5 = 7 3x + 5 = 95 2x + 1 = 13