The number of ash trees on a farm is 5 times the number of pine trees. What multiplication equation compares the number of ash trees to pine trees?
a=5Xp
a=ash trees
p=pine trees
Tell whether the number is a multiple of 8. Write yes or no.
28
No
Solve for s.
(2x5)+(3X7)=s
s=31
How many fewer dogs were in training class on Monday than on Friday?
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
21-9=d
d=12
12 fewer dogs
Use the rule to find the next 3 terms (numbers) in the pattern.
Rule: multiply by 2
4, 8, 16, 32....
64, 128, 256
Miss Natalie canned 182 quarts of applesauce last week. She canned 259 quarts of applesauce this week. How many quarts did Miss Natalie can in all?
182+259=q
q=441 quarts of applesauce
Tell whether the number is a multiple of 8. Write yes or no.
72
Yes
Solve for n.
(16+12)÷(11-7)=n
n=7
How many times as many dogs attended Saturday's class as attended Wednesday's class?
https://drive.google.com/file/d/1LGfxMmiubhBMB39V6XAxC7hGvyrhVx0H/view?usp=sharing
dx6=24
24÷6=d
d=4
4 times as many dogs
Draw the next term of this pattern.
The next term is a shaded star.
There are 14 people in line for the bouncy house. There are 4 times as many people in line for the swings. How many people are in line for the swings?
p=4x14
p=56 people in line for the swings
List all the factor pairs for the number 23.
1 and 23
Solve for ___
(17-9)*4=___*4
__=8
How many dogs attended training class on Monday, Wednesday, Friday altogether?
https://drive.google.com/file/d/1LGfxMmiubhBMB39V6XAxC7hGvyrhVx0H/view?usp=sharing
(3x3)+(3x2)+(3x7)=d
d=36
36 dogs altogether
Draw and/or describe the next term of the pattern.
The next term is a column of 9 squares and a row of 5 additional squares.
There are 1,342 players in the baseball league. That is 2 times the number of players in the football league. How many players are in the football league?
2f=1,342
1,342÷2=f
f=671 football players
Write whether the number is prime or composite.
49
Composite
1x49 and 7x7
Solve for t.
72÷t=8
t=9
How many fewer dogs attended Saturday's training than Mondays'?
https://drive.google.com/file/d/1LGfxMmiubhBMB39V6XAxC7hGvyrhVx0H/view?usp=sharing
(3x8)-(3x3)=d
d=15
15 fewer dogs
The Ruf family bought 2 adult tickets and 4 child tickets to the state fair. The adult tickets cost $8 each. The child tickets cost $3 each. How much did the state fair tickets cost in all?
Equation: (2x8)+(4x3)=c
c=$28
Mrs. Ruf sent 217 text messages last week. If she send 217 text messages each week for 4 weeks, how many text messages will she send in all?
t=4x217
t=868 text messages
List all the factor pairs for the number.
54
1x54
2x27
3x18
6x9
Solve for y.
78-y=56
y=22
How many times as many more pieces of candy did Julie have than Bobbie?
4÷2=c
c=2
2 times as many pieces of candy
DEMS ordered 688 t-shirts in small, medium, and large sizes. There are 296 small and 268 medium t-shirts. How many t-shirts are large?
688-(296+268)=l
l=124 large t-shirts