Number - Multiplying Negative Numbers
Question 1
Calculate:
a) $-2\times3$
a
$-6$
Question ID: 10170010010
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b) $-5\times3$
a
$-15$
Question ID: 10170010020
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c) $-3\times6$
a
$-18$
Question ID: 10170010030
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d) $-7\times5$
a
$-35$
Question ID: 10170010040
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e) $-9\times8$
a
$-72$
Question ID: 10170010050
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f) $-8\times7$
a
$-56$
Question ID: 10170010060
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Question 2
Calculate:
a) $1\times-8$
a
$-8$
Question ID: 10170020010
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b) $5\times-5$
a
$-25$
Question ID: 10170020020
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c) $6\times-9$
a
$-54$
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d) $10\times-7$
a
$-70$
Question ID: 10170020040
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e) $8\times-11$
a
$-88$
Question ID: 10170020050
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f) $16\times-2$
a
$-32$
Question ID: 10170020060
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Question 3
Calculate:
a) $-3\times-4$
a
$12$
Question ID: 10170030010
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b) $-5\times-6$
a
$30$
Question ID: 10170030020
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c) $-7\times-4$
a
$28$
Question ID: 10170030030
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d) $-8\times-5$
a
$40$
Question ID: 10170030040
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e) $-7\times-3$
a
$21$
Question ID: 10170030050
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f) $-11\times-10$
a
$110$
Question ID: 10170030060
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Question 4
Calculate:
a) $(-3)^2$
a
$9$
Question ID: 10170040010
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b) $(-6)^2$
a
$36$
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c) $(-8)^2$
a
$64$
Question ID: 10170040030
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d) $(-2)^3$
a
$-8$
Question ID: 10170040040
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e) $(-3)^3$
a
$-27$
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f) $(-2)^4$
a
$16$
Question ID: 10170040060
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Question 5
Calculate:
a) $-4\times8$
a
$-32$
Question ID: 10170050010
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b) $7\times-3$
a
$-21$
Question ID: 10170050020
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c) $-9\times-8$
a
$72$
Question ID: 10170050030
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d) $4\times-1$
a
$-4$
Question ID: 10170050040
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e) $-12\times-5$
a
$60$
Question ID: 10170050050
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f) $7\times6$
a
$42$
Question ID: 10170050060
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g) $(-7)^2$
a
$49$
Question ID: 10170050070
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h) $12\times-6$
a
$-72$
Question ID: 10170050080
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i) $13\times-3$
a
$-39$
Question ID: 10170050090
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j) $-15\times-4$
a
$60$
Question ID: 10170050100
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k) $-33\times3$
a
$-99$
Question ID: 10170050110
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l) $82\times-2$
a
$-164$
Question ID: 10170050120
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m) $(-4)^3$
a
$-64$
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n) $100\times-10$
a
$-1000$
Question ID: 10170050140
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o) $-250\times-20$
a
$5000$
Question ID: 10170050150
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p) $(-3)^4$
a
$81$
Question ID: 10170050160
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Question 6
Calculate:
a) $-5\times3\times4$
a
$-60$
Question ID: 10170060010
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b) $-1\times-6\times8$
a
$48$
Question ID: 10170060020
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c) $-3\times-5\times-2$
a
$-30$
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d) $4\times-5\times-6$
a
$120$
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e) $(-3)^2\times-7$
a
$-63$
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f) $2\times(-5)^3$
a
$-250$
Question ID: 10170060060
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g) $-2\times-5\times3\times-10$
a
$-300$
Question ID: 10170060070
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h) $5\times(-4)^2\times-3$
a
$-240$
Question ID: 10170060080
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Question 7
Calculate:
a) $15\times-13$
a
$-195$
Question ID: 10170070010
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b) $-17\times18$
a
$-306$
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c) $-23\times31$
a
$-713$
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d) $(-29)^2$
a
$841$
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e) $52\times-38$
a
$-1976$
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f) $-82\times-91$
a
$7462$
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g) $-128\times44$
a
$-5632$
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h) $57\times-331$
a
$-18867$
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i) $-(8)^3$
a
$-512$
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j) $82\times-11\times-4$
a
$3608$
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k) $(-21)^4$
a
$194481$
Question ID: 10170070110
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l) $-92\times-41\times33$
a
$124476$
Question ID: 10170070120
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m) $-412\times-592$
a
$243904$
Question ID: 10170070130
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n) $-126\times987$
a
$-124362$
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o) $-1024\times-56$
a
$57344$
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p) $-3224\times5251$
a
$-16929224$
Question ID: 10170070160
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Question 8
Answer the following:
a) It is currently $0^\circ$C. The temperature is set to drop by $2^\circ$C each day for a week. What will the temperature be after a week?
a
The temperature will be $-14^\circ$C after a week
Question ID: 10170080010
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b) Robert has $\$150$ in his savings account. He withdraws $\$10$ each week for $4$ weeks. How much has he got left after $4$ weeks?
a
Robert has $\$110$ left in his account
Question ID: 10170080020
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c) My friend Leslie is going on holiday for a fortnight. I told her I would save her a piece of chocolate from my pile for each day she is away. What is my 'chocolate debt' when she returns?
a
My 'chocolate debt' is $-14$ chocolates!
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d) I have a strange clock. It turns backwards (anticlockwise) as time goes on. I decide to wind it back by $5$ hours. How many degrees will the hour hand have turned? (Assume clockwise is a positive amount of degrees)
a
The hour hand will have turned $150$ degrees
Question ID: 10170080040
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Question 1
Calculate:
a) $-2\times3$
b) $-5\times3$
c) $-3\times6$
d) $-7\times5$
e) $-9\times8$
f) $-8\times7$
Question 2
Calculate:
a) $1\times-8$
b) $5\times-5$
c) $6\times-9$
d) $10\times-7$
e) $8\times-11$
f) $16\times-2$
Question 3
Calculate:
a) $-3\times-4$
b) $-5\times-6$
c) $-7\times-4$
d) $-8\times-5$
e) $-7\times-3$
f) $-11\times-10$
Question 4
Calculate:
a) $(-3)^2$
b) $(-6)^2$
c) $(-8)^2$
d) $(-2)^3$
e) $(-3)^3$
f) $(-2)^4$
Question 5
Calculate:
a) $-4\times8$
b) $7\times-3$
c) $-9\times-8$
d) $4\times-1$
e) $-12\times-5$
f) $7\times6$
g) $(-7)^2$
h) $12\times-6$
i) $13\times-3$
j) $-15\times-4$
k) $-33\times3$
l) $82\times-2$
m) $(-4)^3$
n) $100\times-10$
o) $-250\times-20$
p) $(-3)^4$
Question 6
Calculate:
a) $-5\times3\times4$
b) $-1\times-6\times8$
c) $-3\times-5\times-2$
d) $4\times-5\times-6$
e) $(-3)^2\times-7$
f) $2\times(-5)^3$
g) $-2\times-5\times3\times-10$
h) $5\times(-4)^2\times-3$
Question 7
Calculate:
a) $15\times-13$
b) $-17\times18$
c) $-23\times31$
d) $(-29)^2$
e) $52\times-38$
f) $-82\times-91$
g) $-128\times44$
h) $57\times-331$
i) $-(8)^3$
j) $82\times-11\times-4$
k) $(-21)^4$
l) $-92\times-41\times33$
m) $-412\times-592$
n) $-126\times987$
o) $-1024\times-56$
p) $-3224\times5251$
Question 8
Answer the following:
a) It is currently $0^\circ$C. The temperature is set to drop by $2^\circ$C each day for a week. What will the temperature be after a week?
b) Robert has $\$150$ in his savings account. He withdraws $\$10$ each week for $4$ weeks. How much has he got left after $4$ weeks?
c) My friend Leslie is going on holiday for a fortnight. I told her I would save her a piece of chocolate from my pile for each day she is away. What is my 'chocolate debt' when she returns?
d) I have a strange clock. It turns backwards (anticlockwise) as time goes on. I decide to wind it back by $5$ hours. How many degrees will the hour hand have turned? (Assume clockwise is a positive amount of degrees)
Answers
Question 1
a) $-6$
b) $-15$
c) $-18$
d) $-35$
e) $-72$
f) $-56$
Question 2
a) $-8$
b) $-25$
c) $-54$
d) $-70$
e) $-88$
f) $-32$
Question 3
a) $12$
b) $30$
c) $28$
d) $40$
e) $21$
f) $110$
Question 4
a) $9$
b) $36$
c) $64$
d) $-8$
e) $-27$
f) $16$
Question 5
a) $-32$
b) $-21$
c) $72$
d) $-4$
e) $60$
f) $42$
g) $49$
h) $-72$
i) $-39$
j) $60$
k) $-99$
l) $-164$
m) $-64$
n) $-1000$
o) $5000$
p) $81$
Question 6
a) $-60$
b) $48$
c) $-30$
d) $120$
e) $-63$
f) $-250$
g) $-300$
h) $-240$
Question 7
a) $-195$
b) $-306$
c) $-713$
d) $841$
e) $-1976$
f) $7462$
g) $-5632$
h) $-18867$
i) $-512$
j) $3608$
k) $194481$
l) $124476$
m) $243904$
n) $-124362$
o) $57344$
p) $-16929224$
Question 8
a) The temperature will be $-14^\circ$C after a week
b) Robert has $\$110$ left in his account
c) My 'chocolate debt' is $-14$ chocolates!
d) The hour hand will have turned $150$ degrees
Question 1
Calculate:
a) $-2\times3$
b) $-5\times3$
c) $-3\times6$
d) $-7\times5$
e) $-9\times8$
f) $-8\times7$
Question 2
Calculate:
a) $1\times-8$
b) $5\times-5$
c) $6\times-9$
d) $10\times-7$
e) $8\times-11$
f) $16\times-2$
Question 3
Calculate:
a) $-3\times-4$
b) $-5\times-6$
c) $-7\times-4$
d) $-8\times-5$
e) $-7\times-3$
f) $-11\times-10$
Question 4
Calculate:
a) $(-3)^2$
b) $(-6)^2$
c) $(-8)^2$
d) $(-2)^3$
e) $(-3)^3$
f) $(-2)^4$
Question 5
Calculate:
a) $-4\times8$
b) $7\times-3$
c) $-9\times-8$
d) $4\times-1$
e) $-12\times-5$
f) $7\times6$
g) $(-7)^2$
h) $12\times-6$
i) $13\times-3$
j) $-15\times-4$
k) $-33\times3$
l) $82\times-2$
m) $(-4)^3$
n) $100\times-10$
o) $-250\times-20$
p) $(-3)^4$
Question 6
Calculate:
a) $-5\times3\times4$
b) $-1\times-6\times8$
c) $-3\times-5\times-2$
d) $4\times-5\times-6$
e) $(-3)^2\times-7$
f) $2\times(-5)^3$
g) $-2\times-5\times3\times-10$
h) $5\times(-4)^2\times-3$
Question 7
Calculate:
a) $15\times-13$
b) $-17\times18$
c) $-23\times31$
d) $(-29)^2$
e) $52\times-38$
f) $-82\times-91$
g) $-128\times44$
h) $57\times-331$
i) $-(8)^3$
j) $82\times-11\times-4$
k) $(-21)^4$
l) $-92\times-41\times33$
m) $-412\times-592$
n) $-126\times987$
o) $-1024\times-56$
p) $-3224\times5251$
Question 8
Answer the following:
a) It is currently $0^\circ$C. The temperature is set to drop by $2^\circ$C each day for a week. What will the temperature be after a week?
b) Robert has $\$150$ in his savings account. He withdraws $\$10$ each week for $4$ weeks. How much has he got left after $4$ weeks?
c) My friend Leslie is going on holiday for a fortnight. I told her I would save her a piece of chocolate from my pile for each day she is away. What is my 'chocolate debt' when she returns?
d) I have a strange clock. It turns backwards (anticlockwise) as time goes on. I decide to wind it back by $5$ hours. How many degrees will the hour hand have turned? (Assume clockwise is a positive amount of degrees)
Answers
Question 1
a) $-6$
b) $-15$
c) $-18$
d) $-35$
e) $-72$
f) $-56$
Question 2
a) $-8$
b) $-25$
c) $-54$
d) $-70$
e) $-88$
f) $-32$
Question 3
a) $12$
b) $30$
c) $28$
d) $40$
e) $21$
f) $110$
Question 4
a) $9$
b) $36$
c) $64$
d) $-8$
e) $-27$
f) $16$
Question 5
a) $-32$
b) $-21$
c) $72$
d) $-4$
e) $60$
f) $42$
g) $49$
h) $-72$
i) $-39$
j) $60$
k) $-99$
l) $-164$
m) $-64$
n) $-1000$
o) $5000$
p) $81$
Question 6
a) $-60$
b) $48$
c) $-30$
d) $120$
e) $-63$
f) $-250$
g) $-300$
h) $-240$
Question 7
a) $-195$
b) $-306$
c) $-713$
d) $841$
e) $-1976$
f) $7462$
g) $-5632$
h) $-18867$
i) $-512$
j) $3608$
k) $194481$
l) $124476$
m) $243904$
n) $-124362$
o) $57344$
p) $-16929224$
Question 8
a) The temperature will be $-14^\circ$C after a week
b) Robert has $\$110$ left in his account
c) My 'chocolate debt' is $-14$ chocolates!
d) The hour hand will have turned $150$ degrees
Solutions
Question 1
a)
b)
c)
d)
e)
f)
Question 2
a)
b)
c)
d)
e)
f)
Question 3
a)
b)
c)
d)
e)
f)
Question 4
a)
b)
c)
d)
e)
f)
Question 5
a)
b)
c)
d)
e)
f)
g)
h)
i)
j)
k)
l)
m)
n)
o)
p)
Question 6
a)
b)
c)
d)
e)
f)
g)
h)
Question 7
a)
b)
c)
d)
e)
f)
g)
h)
i)
j)
k)
l)
m)
n)
o)
p)
Question 8
a)
b)
c)
d)