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Number - Division

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Question 1


Find the answer to the following questions:

a) $1\div1$  a s v d
b) $2\div2$  a s v d
c) $3\div3$  a s v d
d) $3\div1$  a s v d
e) $12\div1$  a s v d
f) $4\div2$  a s v d
g) $6\div2$  a s v d
h) $10\div2$  a s v d
i) $16\div2$  a s v d
j) $30\div10$  a s v d
k) $80\div10$  a s v d
l) $100\div10$  a s v d
m) $6\div3$  a s v d
n) $12\div3$  a s v d
o) $18\div3$  a s v d
p) $27\div3$  a s v d
q) $12\div4$  a s v d
r) $20\div4$  a s v d
s) $44\div4$  a s v d
t) $30\div5$  a s v d
u) $40\div5$  a s v d
v) $45\div5$  a s v d
w) $24\div6$  a s v d
x) $42\div6$  a s v d
y) $54\div6$  a s v d
z) $40\div8$  a s v d
aa) $64\div8$  a s v d
ab) $80\div8$  a s v d
ac) $27\div9$  a s v d
ad) $63\div9$  a s v d
ae) $99\div9$  a s v d
af) $22\div11$  a s v d
ag) $55\div11$  a s v d
ah) $110\div11$  a s v d
ai) $132\div11$  a s v d
aj) $14\div7$  a s v d
ak) $42\div7$  a s v d
al) $56\div7$  a s v d
am) $48\div12$  a s v d
an) $72\div12$  a s v d
ao) $108\div12$  a s v d
ap) $144\div12$  a s v d


Question 2


Each of these divisons has a remainder. Your answer should be in the form "$6r2$"

a) $3\div2$  a s v d
b) $5\div2$  a s v d
c) $4\div3$  a s v d
d) $14\div10$  a s v d
e) $76\div10$  a s v d
f) $5\div3$  a s v d
g) $11\div3$  a s v d
h) $29\div3$  a s v d
i) $7\div4$  a s v d
j) $31\div4$  a s v d
k) $16\div5$  a s v d
l) $48\div5$  a s v d
m) $20\div6$  a s v d
n) $44\div8$  a s v d
o) $30\div9$  a s v d
p) $16\div7$  a s v d
q) $38\div7$  a s v d
r) $69\div7$  a s v d
s) $47\div11$  a s v d
t) $105\div11$  a s v d
u) $140\div11$  a s v d
v) $16\div12$  a s v d
w) $77\div12$  a s v d
x) $115\div12$  a s v d
y) $149\div12$  a s v d


Question 3


Each of these divisons has a remainder. Your answer should be written as a fraction e.g. "$6\frac15$"

a) $5\div3$  a s v d
b) $9\div5$  a s v d
c) $10\div3$  a s v d
d) $14\div5$  a s v d
e) $20\div3$  a s v d
f) $19\div6$  a s v d
g) $29\div10$  a s v d
h) $25\div6$  a s v d
i) $33\div8$  a s v d
j) $23\div8$  a s v d
k) $15\div7$  a s v d
l) $45\div7$  a s v d
m) $34\div9$  a s v d
n) $16\div3$  a s v d
o) $77\div10$  a s v d
p) $65\div9$  a s v d
q) $67\div8$  a s v d
r) $60\div11$  a s v d
s) $17\div12$  a s v d
t) $113\div12$  a s v d
u) $62\div3$  a s v d
v) $49\div4$  a s v d
w) $85\div8$  a s v d
x) $110\div9$  a s v d
y) $155\div12$  a s v d


Question 4


Use the 'chunking' method to answer these questions. Any remainders should be in the form $6r3$.

a) $12\div3$  a s v d
b) $18\div3$  a s v d
c) $28\div4$  a s v d
d) $55\div11$  a s v d
e) $19\div9$  a s v d
f) $34\div10$  a s v d
g) $48\div12$  a s v d
h) $30\div15$  a s v d
i) $75\div25$  a s v d
j) $34\div16$  a s v d
k) $67\div20$  a s v d
l) $150\div30$  a s v d
m) $51\div17$  a s v d
n) $110\div18$  a s v d
o) $95\div19$  a s v d
p) $35\div4$  a s v d
q) $176\div22$  a s v d
r) $133\div26$  a s v d
s) $95\div27$  a s v d
t) $495\div55$  a s v d
u) $716\div142$  a s v d
v) $360\div63$  a s v d
w) $546\div77$  a s v d
x) $6736\div842$  a s v d
y) $2507/453$  a s v d
z) $19\,443\div2476$  a s v d


Question 5


Use the 'chunking' method to answer these questions. Any remainders should be in the form $3\frac34$.

a) $69\div3$  a s v d
b) $185\div5$  a s v d
c) $545\div6$  a s v d
d) $688\div8$  a s v d
e) $544\div3$  a s v d
f) $621\div8$  a s v d
g) $544\div9$  a s v d
h) $902\div5$  a s v d
i) $758\div3$  a s v d
j) $907\div6$  a s v d
k) $592\div8$  a s v d
l) $182\div11$  a s v d
m) $587\div12$  a s v d
n) $9033\div3$  a s v d
o) $6821\div5$  a s v d
p) $9125\div3$  a s v d
q) $8123\div6$  a s v d
r) $6242\div7$  a s v d


Question 6


Use short division (also known as the 'bus stop' method) to answer these questions:

a) $28\div2$  a s v d
b) $86\div2$  a s v d
c) $34\div2$  a s v d
d) $76\div2$  a s v d
e) $66\div3$  a s v d
f) $48\div3$  a s v d
g) $132\div3$  a s v d
h) $68\div4$  a s v d
i) $116\div4$  a s v d
j) $75\div5$  a s v d
k) $230\div5$  a s v d
l) $336\div6$  a s v d
m) $336\div8$  a s v d
n) $198\div9$  a s v d
o) $432\div9$  a s v d
p) $168\div7$  a s v d
q) $259\div7$  a s v d
r) $441\div7$  a s v d
s) $710\div5$  a s v d
t) $2612\div4$  a s v d
u) $2730\div6$  a s v d
v) $5096\div8$  a s v d
w) $3591\div7$  a s v d
x) $6165\div9$  a s v d
y) $24794\div7$  a s v d
z) $394\,698\div6$  a s v d
aa) $6\,749\,491\div7$  a s v d


Question 7


Use short division (also known as the 'bus stop' method) to answer these questions. Any remainders should be in the form "$5r3$"

a) $34\div3$  a s v d
b) $52\div5$  a s v d
c) $29\div2$  a s v d
d) $37\div2$  a s v d
e) $145\div2$  a s v d
f) $53\div3$  a s v d
g) $77\div3$  a s v d
h) $55\div4$  a s v d
i) $101\div4$  a s v d
j) $67\div5$  a s v d
k) $159\div5$  a s v d
l) $92\div6$  a s v d
m) $173\div6$  a s v d
n) $94\div8$  a s v d
o) $163\div8$  a s v d
p) $57\div9$  a s v d
q) $94\div7$  a s v d
r) $184\div7$  a s v d
s) $195\div11$  a s v d
t) $532\div5$  a s v d
u) $833\div4$  a s v d
v) $958\div6$  a s v d
w) $477\div7$  a s v d
x) $562\div9$  a s v d
y) $853\div12$  a s v d
z) $9127\div7$  a s v d


Question 8


Use short division (also known as the 'bus stop' method) to answer these questions. Any remainders should be written as fractions e.g. "$2\frac35$"

a) $47\div2$  a s v d
b) $95\div2$  a s v d
c) $68\div3$  a s v d
d) $85\div4$  a s v d
e) $54\div5$  a s v d
f) $89\div6$  a s v d
g) $95\div8$  a s v d
h) $184\div9$  a s v d
i) $77\div10$  a s v d
j) $165\div3$  a s v d
k) $257\div5$  a s v d
l) $645\div4$  a s v d
m) $753\div7$  a s v d
n) $856\div9$  a s v d
o) $478\div11$  a s v d
p) $721\div12$  a s v d
q) $1084\div3$  a s v d
r) $8219\div6$  a s v d
s) $2483\div7$  a s v d