Patterns
Equations
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Worded questions
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100
I bought a lemon tree that is 65cm tall.
If my lemon tree grows 3cm every week, how tall will it be the third week I have it?
74cm
100
If x= 4, solve the below equation
solve 4x+8
24
100
Describe the relationship between x and y
As y increases, x increases
100
Ruby buys x apples
Her brother east 2
She has 8 apples left
How many apples did ruby start with?
10 apples
100
Solve the below
-4 + 8
4
200
How many blocks will I have at week number 5?
13
200
solve the below equation to determine 'a'
4a-6 = 14
a = 5
200
put the below in order from least to most
6, -4, 3, 0, -8, 12
-8, -4, 0, 3, 6, 12
200
Amy does chores around tehhouse and earnes $4 per chore.
At the end of the week Amy had $48
Write AND solve the algebraic equation to determine how many chores Amy did in total
4x = 48
200
Label the x and y axis on the below
300
Joel starts doing chores and earns $10.00 a week for taking the rubbish out every day.
how much money money will he have earned by week 5?
$50
300
Solve the belwo to determine x
4x + 7 = 19
x = 3
300
If my algebraic equation was y = 2x +1, and y = 21
What is x?
x = 10
300
Harry has a farm with 3 pigs
each pig has a litter of x piglets
the total number of piglets is 36
Write AND SOLVE the algebraic equation for this scenario
3x = 36
300
6(3) + 12 = 30
True or False?
TRUE!
400
Santa needs 15 reindeer to pull his sleigh by Christmas which is 5 weeks away. Will he have enough reindeer by Christmas?
Yes, he will have exactly 15. Christmas is not cancelled!
400
Solve theblow to determine 'a'
20 - 4a = 12
a = 2
400
create an algebraic equation for the below
y = x2
400
Ruby buys x apples
Her brother east 2
She has 8 apples left
What is an algebraic equation that represents this scenario?
x - 2 = 8
400
Describe the variation between x and y
As x increases by 1, y increases by 3
500
Sharni's 10 year old son is 140cm tall.
If her son grows at a rate of 8cm per year, how tall was he at 6 years old?
116cm tall
500
Solve th ebelwo to determine 'x'
2x + 4 - 2 = 12
x = 5
500
Create an algebraic equation for the below
y = x4 + 1
500
Bernie is playing marbles with his friend
Every time bernie wins a round he wins X marbles
Every time his friend wins a round he wins 2 marbles
Bernie wins 3 rounds and his friend wins 2
Bernie is left with 5 marbles at the end
write an algebraic equation to represent this scenario and SOLVE to determine X
3x - 4 = 5
500
If x was 0, what is y?
y = 4