cross word by shreshth bhardwaj
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1. A parallelogram with opposite sides equal and all angles = 90*(9)
1. Always equal in a circle , smaller than the diameter. (6)
2. In a circle, I never touch the center. (5)
3. ____________ and rule : Policy applied by the Britishers.(6)
5.A parallelogram with all sides equal and all angles = 90*.(6)
4. I start from the vertex of the triangle and land at the center of opposite side.(6)
6.Part of a circumference. (3)
7. The horizontal axis in a Cartesian coordinate plane. (5)8. The number of square units that covers a shape or figure. (4)
9. Angle less than right.(5)
9. Letters representing number. (7)
10. Three squared. (4)
11. A quadrilateral with all sides equal. (7)
5. Answer to an addition problem. (3)
12. Answer to a subtraction problem. (5)
13. The smallest nonzero number that is a multiple of two or more numbers. (3)
14. ________ and proportion . (5)
15. One’s place. (4)
16. Chinese way of counting. (6)
9
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11 12
7
8
1514
1
3
6
13
10
2
4 5A parallelogram with opposite sides equal and all angles = 90*(9) ACROSS
2.In a circle, I never touch the center. (5)
3. ____________ and rule : Policy applied by the Britishers.(6)
1. Always equal in a circle , smaller than the diameter. (6) DOWN
4. I start from the vertex of the triangle and land at the center of opposite side.(6)
5. Answer to an addition problem. (3) ACROSS
5.A parallelogram with all sides equal and all angles = 90*.(6) DOWN
7. The horizontal axis in a Cartesian coordinate plane. (5)
8. The number of square units that covers a shape or figure. (4)9. Angle less than right.(5)
ACROSS9. Letters representing number. (7) DOWN
10. Three squared. (4)
11. A quadrilateral with all sides equal. (7)
12. Answer to a subtraction problem. (5)
13. The smallest nonzero number that is a multiple of two or more numbers. (3)
14. ________ and proportion . (5)
15. One’s place. (4)16. Chinese way of
counting. (6)
6.Part of a circumference. (3)
9
16
11 12
7
8
1514
1
3
6
13
10
2
4 5A parallelogram with opposite sides equal and all angles = 90*(9) ACROSS
R E C T A N G L E
9
16
11 12
7
8
1514
1
3
6
13
10
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4 5
R E C T A N G L E
9
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11 12
7
8
1514
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3
6
13
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1. Always equal in a circle , smaller than the diameter. (6) DOWN
R E C T A N G L EA
DI
US
9
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11 12
7
8
1514
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3
6
13
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R E C T A N G L EA
DI
US
9
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11 12
7
8
1514
1
3
6
13
10
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2.In a circle, I never touch the center. (5)
R E C T A N G L EA C H O R D
DI
US
9
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11 12
7
8
1514
1
3
6
13
10
2
4 5
R E C T A N G L EA C H O R D
DI
US
9
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11 12
7
8
1514
1
3
6
13
10
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3. ____________ and rule : Policy applied by the Britishers.(6)
R E C T A N G L EA C H O R D
D I V I D EI
US
9
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11 12
7
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1514
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3
6
13
10
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R E C T A N G L EA C H O R D
D I V I D EI
US
9
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11 12
7
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1514
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3
6
13
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4. I start from the vertex of the triangle and land at the center of opposite side.(6)
R E C T A N G L EA C H O R D
D I V I D EI M
U ES D
IA
N
9
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11 12
7
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1514
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3
6
13
10
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R E C T A N G L EA C H O R D
D I V I D EI M
U ES D
IA
N
9
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11 12
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1514
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3
6
13
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5. Answer to an addition problem. (3) ACROSS
R E C T A N G L EA C H O R D
D I V I D EI M S U
M
U ES D
IA
N
9
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11 12
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3
6
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R E C T A N G L EA C H O R D
D I V I D EI M S U
M
U ES D
IA
N
9
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11 12
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3
6
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5.A parallelogram with all sides equal and all angles = 90*.(6) DOWN
R E C T A N G L EA C H O R D
D I V I D EI M S U
M
U E QS D U
I AA R
N E
9
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11 12
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8
1514
1
3
6
13
10
2
4 5
R E C T A N G L EA C H O R D
D I V I D EI M S U
M
U E QS D U
I AA R
N E
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11 12
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6
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6.Part of a circumference. (3)
R E C T A N G L EA C H O R D
D I V I D EI M S U
M A
U E Q RS D U C
I AA R
N E
9
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11 12
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8
1514
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3
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R E C T A N G L EA C H O R D
D I V I D EI M S U
M A
U E Q RS D U C
I AA R
N E
9
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11 12
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7. The horizontal axis in a Cartesian coordinate plane. (5)
R E C T A N G L EA C H O R D
D I V I D E XI M S U
M A -
U E Q R AS D U C X
I A IA R S
N E
9
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11 12
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8
1514
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3
6
13
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2
4 5
R E C T A N G L EA C H O R D
D I V I D E XI M S U
M A -
U E Q R AS D U C X
I A IA R S
N E
9
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11 12
7
8
1514
1
3
6
13
10
2
4 5
8. The number of square units that covers a shape or figure. (4)
R E C T A N G L EA C H O R D
D I V I D E XI M S U
M A -
U E Q A R E AS D U C X
I A IA R S
N E
9
16
11 12
7
8
1514
1
3
6
13
10
2
4 5
R E C T A N G L EA C H O R D
D I V I D E XI M S U
M A -
U E Q A R E AS D U C X
I A IA R S
N E
9
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11 12
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1514
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3
6
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9. Angle less than right.(5) ACROSS
R E C T A N G L EA C H O R D
D I V I D E XI M S U
M A -
U E Q A R E AS D A C U T E C X
I A IA R S
N E
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16
11 12
7
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1514
1
3
6
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R E C T A N G L EA C H O R D
D I V I D E XI M S U
M A -
U E Q A R E AS D A C U T E C X
I A IA R S
N E
9
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11 12
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9. Letters representing number. (7) DOWN
R E C T A N G L EA C H O R D
D I V I D E XI M S U
M A -
U E Q A R E AS D A C U T E C X
I L A IA G R S
N E EBRA
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R E C T A N G L EA C H O R D
D I V I D E XI M S U
M A -
U E Q A R E AS D A C U T E C X
I L A IA G R S
N E EBRA
9
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10. Three squared. (4)
R E C T A N G L EA C H O R D
D I V I D E XI M S U
M A -
U E Q A R E AS D A C U T E C X
I L A IN A G R S
I N E EN BE R
A
9
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R E C T A N G L EA C H O R D
D I V I D E XI M S U
M A -
U E Q A R E AS D A C U T E C X
I L A IN A G R S
I N E EN BE R
A
9
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11 12
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1514
1
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6
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11. A quadrilateral with all sides equal. (7)
R E C T A N G L EA C H O R D
D I V I D E XI M S U
M A -
U E Q A R E AS D A C U T E C X
I L A IN A G R H O M B U S
I N E EN BE R
A
9
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11 12
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1
3
6
13
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4 5
R E C T A N G L EA C H O R D
D I V I D E XI M S U
M A -
U E Q A R E AS D A C U T E C X
I L A IN A G R H O M B U S
I N E EN BE R
A
9
16
11 12
7
8
1514
1
3
6
13
10
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4 5
12. Answer to a subtraction problem. (5)
R E C T A N G L EA C H O R D
D I V I D E XI M S U
M A -
U E Q A R E AS D A C U T E C X
I L A IN A G R H O M B U S
I N E E IN B NE R U
A S
9
16
11 12
7
8
1514
1
3
6
13
10
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4 5
R E C T A N G L EA C H O R D
D I V I D E XI M S U
M A -
U E Q A R E AS D A C U T E C X
I L A IN A G R H O M B U S
I N E E IN B NE R U
A S
9
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11 12
7
8
1514
1
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6
13
10
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13. The smallest nonzero number that is a multiple of two or more numbers. (3)
R E C T A N G L EA C H O R D
D I V I D E XI M S U
M A -
U E Q A R E AS D A C U T E C X
I L A IN A G R H O M B U S
L I N E E IC N B NM E R U
A S
9
16
11 12
7
8
1514
1
3
6
13
10
2
4 5
R E C T A N G L EA C H O R D
D I V I D E XI M S U
M A -
U E Q A R E AS D A C U T E C X
I L A IN A G R H O M B U S
L I N E E IC N B NM E R U
A S
9
16
11 12
7
8
1514
1
3
6
13
10
2
4 5
14. ________ and proportion . (5)
R E C T A N G L EA C H O R D
D I V I D E XI M S U
M A -
U E Q A R E AS D A C U T E C X
I L A IN A G R H O M B U S
L I N E E IC N B NM E R A T I O U
A S
9
16
11 12
7
8
1514
1
3
6
13
10
2
4 5
R E C T A N G L EA C H O R D
D I V I D E XI M S U
M A -
U E Q A R E AS D A C U T E C X
I L A IN A G R H O M B U S
L I N E E IC N B NM E R A T I O U
A S
9
16
11 12
7
8
1514
1
3
6
13
10
2
4 5
15. One’s place. (4)
R E C T A N G L EA C H O R D
D I V I D E XI M S U
M A -
U E Q A R E AS D A C U T E C X
I L A IN A G R H O M B U S
L I N E E IC N B NM E R A T I O U N I T
A S
9
16
11 12
7
8
1514
1
3
6
13
10
2
4 5
R E C T A N G L EA C H O R D
D I V I D E XI M S U
M A -
U E Q A R E AS D A C U T E C X
I L A IN A G R H O M B U S
L I N E E IC N B NM E R A T I O U N I T
A S
9
16
11 12
7
8
1514
1
3
6
13
10
2
4 5
16. Chinese way of counting. (6)
R E C T A N G L EA C H O R D
D I V I D E XI M S U
M A -
U E Q A R E AS D A C U T E C X
I L A IN A G R H O M B U S
L I N E E IC N B NM E R A T I O U N I T
A B A C U S
9
16
11 12
7
8
1514
1
3
6
13
10
2
4 5
R E C T A N G L EA C H O R D
D I V I D E XI M S U M A -U E Q A R E AS D A C U T E C X
I L A IN A G R H O M B U S
L I N E E IC N B NM E R A T I O U N I T
A B A C U S
9
16
11 12
7
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1514
1
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CROSSWORDBY
SHRESHTH BHARDWAJ
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