Which Equation?
There are 4 cookie sheets. Each cookie sheet had 6 Christmas cookies. If Santa snuck and ate 3 cookies, how many cookies were left over?
A) L=4+4+4-3
B) L=(4x6)-3
C) L=(6x3)-4
B) L=(4x6)-3
There are 4 cookie sheets. Each cookie sheet had 6 Christmas cookies. If Santa snuck and ate 3 cookies, how many cookies were left over?
21 cookies
There are 4 cookie sheets. Each cookie sheet had 6 Christmas cookies. If Santa snuck and ate 3 cookies, how many cookies were left over?
What does the 4 represent?
4 cookie sheets
There are 4 cookie sheets. Each cookie sheet had 6 Christmas cookies. If Santa snuck and ate 3 cookies, how many cookies were left over?
What is the problem about?
Cookies and santa taking some.
There are 4 cookie sheets. Each cookie sheet had 6 Christmas cookies. If Santa snuck and ate 3 cookies, how many cookies were left over?
What is the problem asking?
If Santa snuck and ate 3 cookies, how many cookies were left over?
There are 8 houses with 2 snowmen in each front yard. If 2 of the snowmen melted, how many snowmen were left?
Which equation could be used to solve the problem?
A) (8x2)-2=S
B) (8+2)-2=S
C) 2+8+2=S
A) (8x2)-2=S
There are 8 houses with 2 snowmen in each front yard. If 2 of the snowmen melted, how many snowmen were left?
14 snowmen
There are 8 houses with 2 snowmen in each front yard. If two of the snowmen melted, how many snowmen were left?
What does the 8 represent?
The 8 houses.
There are 8 houses with 2 snowmen in each front yard. If two of the snowmen melted, how many snowmen were left?
What is the problem about?
Snowmen at a house, Snowmen melting
There are 8 houses with 2 snowmen in each front yard. If two of the snowmen melted, how many snowmen were left?
What is the problem asking?
If two of the snowmen melted, how many snowmen were left?
Adrian makes cookies. He makes 5 cookies in Wednesday, 7 cookies on Thursday, and 2 times as many cookies on Friday as on Thursday.
Which equation represents the total number of cookies Adrian makes on Wednesday, Thursday, and Friday?
A) C= 7+5+2
B) C=7+5 (5x2)
C) C= 5+7+ (7x2)
C= 5+7+ (7x2)
Adrian makes cookies. He makes 5 cookies in Wednesday, 7 cookies on Thursday, and 2 times as many cookies on Friday as on Thursday.
Write an equation to show P, the total number of cookies Adrian makes on Wednesday, Thursday, and Friday.
P= 5+7+ (7x2)
Adrian makes cookies. He makes 5 cookies in Wednesday, 7 cookies on Thursday, and 2 times as many cookies on Friday as on Thursday.
Write an equation to show P, the total number of cookies Adrian makes on Wednesday, Thursday, and Friday.
What does the 5 stand for?
The number of cookies made on Wednesday.
Adrian makes cookies. He makes 5 cookies in Wednesday, 7 cookies on Thursday, and 2 times as many cookies on Friday as on Thursday.
Write an equation to show P, the total number of cookies Adrian makes on Wednesday, Thursday, and Friday.
What is the problem about?
Adrian makes cookies. He makes 5 cookies in Wednesday, 7 cookies on Thursday, and 2 times as many cookies on Friday as on Thursday.
Write an equation to show P, the total number of cookies Adrian makes on Wednesday, Thursday, and Friday.
What is the problem asking?
Write an equation to show P, the total number of cookies Adrian makes on Wednesday, Thursday, and Friday.
Jose charges $5 for every hour he works. He works for a total of 4 hours last week. With the money he earned, Jose spent $4 on a sandwich and $2 on ice cream. Which equation could be used to find M, the amount of money Jose has left?
M= (5+4)- (4+2)
M= (5x4) - (4-2)
M= (5x4)- (4+2)
M= (5x4)- (4+2)
Jose charges $5 for every hour he works. He works for a total of 4 hours last week. With the money he earned, Jose spent $4 on a sandwich and $2 on ice cream. How much money does Jose has left?
M= (5x4)- (4+2)
$14
Jose charges $5 for every hour he works. He works for a total of 4 hours last week. With the money he earned, Jose spent $4 on a sandwich and $2 on ice cream.
What does the 5 stand for?
The amount Jose gets paid for each hour he works.
Jose charges $5 for every hour he works. He works for a total of 4 hours last week. With the money he earned, Jose spent $4 on a sandwich and $2 on ice cream. Which equation could be used to find M, the amount of money Jose has left?
What is the problem about?
Jose working
Jose spending money
Jose charges $5 for every hour he works. He works for a total of 4 hours last week. With the money he earned, Jose spent $4 on a sandwich and $2 on ice cream. How much money does Jose have left?
What is the problem asking?
How much money does Jose have left?
Miss Maierle ate 10 pieces of candy per day for one whole week (7 days). During the second week, Miss Maierle ate 7 pieces of candy per day for a whole week (7 days). How many pieces of candy did Miss Maierle eat in the two weeks?
Which equation could be used to solve the problem?
a) (7+7)+ (7+10)=T
b) (7x7)+ (7x10)=T
c) (7+7) x (7+10)=T
b) (7x7)+ (7x10)=T
Miss Maierle ate 10 pieces of candy per day for one whole week (7 days). During the second week, Miss Maierle ate 7 pieces of candy per day for a whole week (7 days). How many pieces of candy did Miss Maierle eat in the two weeks?
119 pieces of candy
Miss Maierle ate 10 pieces of candy per day for one whole week (7 days). During the second week, Miss Maierle ate 7 pieces of candy per day for a whole week (7 days). How many pieces of candy did Miss Maierle eat in the two weeks?
What does the number 10 represent?
The number of pieces of candy Miss Maierle ate each day the first week.
Miss Maierle ate 10 pieces of candy per day for one whole week (7 days). During the second week, Miss Maierle ate 7 pieces of candy per day for a whole week (7 days). How many pieces of candy did Miss Maierle eat in the two weeks?
What is the problem about?
Miss Maierle eating candy
Miss Maierle ate 10 pieces of candy per day for one whole week (7 days). During the second week, Miss Maierle ate 7 pieces of candy per day for a whole week (7 days). How many pieces of candy did Miss Maierle eat in the two weeks?
What is the problem asking?
How many pieces of candy did Miss Maierle eat in the two weeks?