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Math Problems
Grade 7
Divide integers
x
2
=
36
x^{2}=36
x
2
=
36
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Write an expression to represent:
\newline
9
9
9
more than the quotient of
2
2
2
and
x
x
x
.
\newline
□
\square
□
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Divide:
\newline
−
45
÷
−
5
=
-45 \div -5 =
−
45
÷
−
5
=
_____
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Multiply:
\newline
2
×
9
=
2 \times 9 =
2
×
9
=
_____
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Multiply:
\newline
−
3
×
−
5
=
-3 \times -5 =
−
3
×
−
5
=
_____
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Divide:
\newline
−
16
÷
4
=
-16 \div 4 =
−
16
÷
4
=
_____
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Divide:
\newline
−
63
÷
7
=
-63 \div 7 =
−
63
÷
7
=
_____
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Multiply:
\newline
4
×
4
=
4 \times 4 =
4
×
4
=
_____
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Divide:
\newline
−
28
÷
−
7
=
-28 \div -7 =
−
28
÷
−
7
=
_____
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Divide:
\newline
54
÷
6
=
54 \div 6 =
54
÷
6
=
_____
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Divide:
\newline
15
÷
3
=
15 \div 3 =
15
÷
3
=
_
_
_
_
_
\_\_\_\_\_
_____
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Divide:
\newline
−
25
5
=
-\frac{25}{5} =
−
5
25
=
_____
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Divide:
\newline
12
−
3
=
\frac{12}{-3} =
−
3
12
=
_____
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Divide:
\newline
−
49
÷
7
=
-49 \div 7 =
−
49
÷
7
=
_____
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Divide:
\newline
45
÷
−
5
=
45 \div -5 =
45
÷
−
5
=
_____
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a
n
=
−
8
a
n
−
1
−
5
a
n
−
2
a_n= -8a_{n-1}-5a_{n-2}
a
n
=
−
8
a
n
−
1
−
5
a
n
−
2
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Divide:
\newline
54
−
6
\frac{54}{-6}
−
6
54
= _____
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Divide:
\newline
−
36
÷
9
=
-36 \div 9 =
−
36
÷
9
=
_____
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Divide:
\newline
24
4
=
\frac{24}{4} =
4
24
=
_____
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Multiply:
\newline
−
2
×
−
6
=
-2 \times -6 =
−
2
×
−
6
=
_____
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Divide:
\newline
45
−
9
\frac{45}{-9}
−
9
45
= _____
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Divide:
\newline
−
9
÷
3
=
-9 \div 3 =
−
9
÷
3
=
_____
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Divide:
\newline
2
÷
−
1
=
2 \div -1 =
2
÷
−
1
=
_____
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Divide:
\newline
27
÷
−
3
=
27 \div -3 =
27
÷
−
3
=
_____
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Divide:
\newline
−
9
9
=
-\frac{9}{9} =
−
9
9
=
_____
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Divide:
\newline
24
÷
−
3
=
24 \div -3 =
24
÷
−
3
=
_____
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Divide:
\newline
40
÷
−
5
=
40 \div -5 =
40
÷
−
5
=
_____
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Divide:
\newline
−
35
÷
5
=
-35 \div 5 =
−
35
÷
5
=
_____
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Divide:
\newline
40
−
8
\frac{40}{-8}
−
8
40
= _____
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Divide:
\newline
−
15
÷
3
=
-15 \div 3 =
−
15
÷
3
=
_____
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Divide:
\newline
−
16
÷
2
=
-16 \div 2 =
−
16
÷
2
=
_____
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Multiply:
\newline
−
2
×
−
8
=
-2 \times -8 =
−
2
×
−
8
=
_____
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Divide:
\newline
35
−
5
=
\frac{35}{-5} =
−
5
35
=
_____
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Multiply:
\newline
−
1
×
−
2
=
-1 \times -2 =
−
1
×
−
2
=
_____
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Divide:
\newline
−
2
÷
1
=
-2 \div 1 =
−
2
÷
1
=
_____
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Divide:
\newline
−
25
÷
5
=
-25 \div 5 =
−
25
÷
5
=
_____
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In the answer, the whole number is the
□
\square
□
and the fraction is the
□
\square
□
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9
9
9
divide by
5805
5805
5805
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已知正方形
A
B
C
D
ABCD
A
BC
D
的边长为
2
2
2
,点
Q
Q
Q
为边
B
C
BC
BC
的中点,点
P
P
P
在正方形外部,且满足
∠
A
P
D
=
13
5
∘
\angle APD=135^\circ
∠
A
P
D
=
13
5
∘
,则
P
Q
PQ
PQ
的最大值
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Simplify:
\newline
1
×
5
+
6
1 \times 5 + 6
1
×
5
+
6
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Solve for
x
x
x
:
x
−
8
=
9
x-8=9
x
−
8
=
9
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Add:
\newline
4
+
8
=
4 + 8 =
4
+
8
=
_____
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Add:
\newline
−
6
+
−
1
=
-6 + -1 =
−
6
+
−
1
=
_____
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Multiply:
\newline
−
3
×
−
6
=
-3 \times -6 =
−
3
×
−
6
=
_____
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Divide:
\newline
−
63
÷
9
=
-63 \div 9 =
−
63
÷
9
=
_____
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Divide:
\newline
40
−
5
\frac{40}{-5}
−
5
40
= _____
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Find the value of each of the following using shortcut method
6
5
3
65^3
6
5
3
cube
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Find
m
∠
A
B
C
m \angle A B C
m
∠
A
BC
\newline
107
107
107
\newline
106
106
106
\newline
93
93
93
\newline
121
121
121
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5
5
5
.
b
2
=
50
b^{2}=50
b
2
=
50
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x
2
=
196
x^{2}=196
x
2
=
196
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1
2
3
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