[qwiz align=”center” summary=”false”]
[h] Year 6
[i] Year 6 Matha Algebra
[q topic=”Algebra”] If 3a = 12
Then a= [hangman]
[c]IDQ=[Qq]
[f]IEV4Y2VsbGVudCE=[Qq]
[q topic=”Algebra”] If 30 = 5b
Then b= [hangman]
[c]IDY=[Qq]
[f]IEdvb2Qh[Qq]
[q topic=”Algebra”] If 8c = 72
Then c= [hangman]
[c]IDk=[Qq]
[f]IEdvb2Qh[Qq]
[q topic=”Algebra”] If 48 = 12d
Then d= [hangman]
[c]IDQ=[Qq]
[f]IEV4Y2VsbGVudCE=[Qq]
[q topic=”Algebra”] If 20 = 4h + 4
Then h= [hangman]
[c]IDQ=[Qq]
[f]IEdvb2Qh[Qq]
[q topic=”Algebra”] If 3i+5 = 11
Then i= [hangman]
[c]IDI=[Qq]
[f]IEdyZWF0IQ==[Qq]
[q topic=”Algebra”] If 14 = 6j-4
Then j= [hangman]
[c]IDM=[Qq]
[f]IEV4Y2VsbGVudCE=[Qq]
[q topic=”Algebra”] If 2k-5 = 5
Then k= [hangman]
[c]IDU=[Qq]
[f]IEdyZWF0IQ==[Qq]
[q topic=”Algebra”] If \(\bigtriangleup\) =3a and a=7
Then \(\bigtriangleup\)= [hangman]
[c]IDIx[Qq]
[f]IEV4Y2VsbGVudCE=[Qq]
[q topic=”Algebra”] If 4+a= and a=7
Then = [hangman]
[c]IDEx[Qq]
[f]IENvcnJlY3Qh[Qq]
[q topic=”Algebra”] If =10-a and a=7
Then = [hangman]
[c]IDM=[Qq]
[f]IEdyZWF0IQ==[Qq]
[q topic=”Algebra”] If a+a=\(\square\) and a=7
Then \(\square\)= [hangman]
[c]IDE0[Qq]
[f]IEV4Y2VsbGVudCE=[Qq]
[q topic=”Algebra”] Fill in the first two terms in this sequence:
[hangman] [hangman] 55 63 71
[c]IDM5[Qq]
[f]IEdvb2Qh[Qq]
[c]IDQ3[Qq]
[f]IENvcnJlY3Qh[Qq]
[q topic=”Algebra”] 8 is the first term in this sequence. What is the 7th term? [hangman]
8 11 14 17
[c]IDI2[Qq]
[f]IEdyZWF0IQ==[Qq]
[q topic=”Algebra”] Find the missing numbers in this sequence:
22 [hangman] [hangman] 70
[c]IDM4[Qq]
[f]IENvcnJlY3Qh[Qq]
[c]IDU0[Qq]
[f]IEdyZWF0IQ==[Qq]
[q topic=”Algebra”] The formula 5n + 1 can be used to calculate the value of the terms in this sequence:
6 11 16 21 26
5th term’s calculation= [hangman] and value = [hangman]
[c]IDVYNSsx[Qq]
[f]IEdvb2Qh[Qq]
[c]IDI2[Qq]
[f]IEdvb2Qh[Qq]
[q topic=”Algebra”] The formula 5n + 1 can be used to calculate the value of the terms in this sequence:
6 11 16 21 26
10th term’s calculation= [hangman]
[c]IDEwWDUrMQ==[Qq]
[f]IEdvb2Qh[Qq]
[q topic=”Algebra”] The formula 5n + 1 can be used to calculate the value of the terms in this sequence:
6 11 16 21 26
20th term’s value= [hangman]
[c]IDEwMQ==[Qq]
[f]IENvcnJlY3Qh[Qq]
[q topic=”Algebra”] Emily and Becky are sisters. This formula can be used to calculate Becky’s age, compared to Emily’s age:
e+4= b
e stands for Emily’s age.
b stands for Becky’s age.
When Emily is 11, how old will Becky be? [hangman]
[c]IDE1[Qq]
[f]IENvcnJlY3Qh[Qq]
[q topic=”Algebra”] Emily and Becky are sisters. This formula can be used to calculate Becky’s age, compared to Emily’s age:
e+4= b
e stands for Emily’s age.
b stands for Becky’s age.
When Becky is 17, how old will Emily be? [hangman]
[c]IDEz[Qq]
[f]IEV4Y2VsbGVudCE=[Qq]
[q topic=”Algebra”] A gardener calculates the perimeter of a garden to work out how much fencing is needed. She uses this formula:
l+w+l+w
l stands for the length of the garden.
w stands for the width of the garden.
Simplify this formula: [hangman]
[c]IDJsKzJ3[Qq]
[f]IENvcnJlY3Qh[Qq]
[q topic=”Algebra”] A builder needs to calculate the area of a bathroom floor, to work out how much it will cost to tile it. Tiles cost £5 per square metre, plus £10 for delivery. He uses this formula:
5a+10
a stands for area of the floor (in square metres).
Calculate the cost of tiling a floor, where the area is 10 square metres: [hangman]
[c]IDYw[Qq]
[f]IEdvb2Qh[Qq]
[q topic=”Algebra”] A builder needs to calculate the area of a bathroom floor, to work out how much it will cost to tile it. Tiles cost £5 per square metre, plus £10 for delivery. He uses this formula:
5a+10
a stands for area of the floor (in square metres).
Calculate the area of a floor, where the cost of tiles is £110: [hangman]
[c]IDIw[Qq]
[f]IEdyZWF0IQ==[Qq]
[q topic=”Algebra”] Calculate the value of each letter:
ef = 21
e + f = 10
e < f
e= [hangman] and f= [hangman]
[c]IDM=[Qq]
[f]IEdyZWF0IQ==[Qq]
[c]IDc=[Qq]
[f]IEdvb2Qh[Qq]
[q topic=”Algebra”] Calculate the value of each letter:
g – h = 3
g + h = 9
g= [hangman] and h= [hangman]
[c]IDY=[Qq]
[f]IEdyZWF0IQ==[Qq]
[c]IDM=[Qq]
[f]IEdyZWF0IQ==[Qq]
[q topic=”Algebra”] Calculate the value of each letter:
i ÷ j = 4
ij = 16
i > j
i= [hangman] and j= [hangman]
[c]IDg=[Qq]
[f]IEdvb2Qh[Qq]
[c]IDI=[Qq]
[f]IENvcnJlY3Qh[Qq]
[q topic=”Algebra”] Use this equation to find the value of b for a=2
7a + 4 = b
b= [hangman]
[c]IDE4[Qq]
[f]IENvcnJlY3Qh[Qq]
[q topic=”Algebra”] Use this equation to find the value of a for b=11
7a + 4 = b
a= [hangman]
[c]IDE=[Qq]
[f]IEdvb2Qh[Qq]
[q topic=”Algebra”] Use this equation to find the value of b for a=4
7a + 4 = b
b= [hangman]
[c]IDMy[Qq]
[f]IENvcnJlY3Qh[Qq]
[q topic=”Algebra”] Use this equation to find the value of a for b=25
7a + 4 = b
a= [hangman]
[c]IDM=[Qq]
[f]IENvcnJlY3Qh[Qq]
[x]
[restart]
[/qwiz]
Year 6 Algebra flashcards
Year 6 Algebra flashcards Flashcards – All Topics