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CBSE Past Year Paper Session (2016-2017) Set- 4, Mathematics Class 6 Class 6 Notes | EduRev

Mathematics (Maths) Class 6

Created by: Praveen Kumar
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Class 6 : CBSE Past Year Paper Session (2016-2017) Set- 4, Mathematics Class 6 Class 6 Notes | EduRev

 Page 1


C B S E 	 C l a s s 	 V I 	 M a t h e m a t i c s
Q u e s t i o n 	 P a p e r 	 S A 	 - 1 	 2 0 1 6 	 – 	 2 0 1 7
G e n e r a l 	 I n s t r u c t i o n :
T h i s 	 q u e s t i o n 	 p a p e r 	 c o n t a i n s 	 1 9 	 q u e s t i o n s
A l l 	 t h e 	 q u e s t i o n s 	 a r e 	 c o m p u l s o r y
S E C T I O N 	 – 	 A
1 . 	 ( a ) 	 X C V I I I 	 i s 	 :
( i ) 	 9 8
( i i ) 	 7 8
( i i i ) 	 1 0 8
( i v ) 	 9 9
( b ) 	 H o w 	 m a n y 	 m i l l i o n 	 m a k e s 	 o n e 	 c r o r e :
( i ) 	 1 0 0
( i i ) 	 1 0
( i i i ) 	 1
( i v ) 	 1 0 0 0
( c ) 	 T h e 	 p r e d e c e s s o r 	 o f 	 9 9 9 9 	 :
( i ) 	 1 0 0 0
( i i ) 	 1 0 0 1
( i i i ) 	 9 9 9 8
( i v ) 	 1 0 0 0 0
( d ) 	 A d d i t i v e 	 i d e n t i t y 	 f o r 	 w h o l e 	 n u m b e r 	 i s 	 :
( i ) 	 1
( i i ) 	 - 1
( i i i ) 	 2
( i v ) 	 0
( e ) 	 A n 	 a n g l e 	 w h o s e 	 m e a s u r e 	 i s 	 g r e a t e r 	 t h a n 	 t h a t 	 o f 	 r i g h t 	 a n g l e 	 i s 	 :
Page 2


C B S E 	 C l a s s 	 V I 	 M a t h e m a t i c s
Q u e s t i o n 	 P a p e r 	 S A 	 - 1 	 2 0 1 6 	 – 	 2 0 1 7
G e n e r a l 	 I n s t r u c t i o n :
T h i s 	 q u e s t i o n 	 p a p e r 	 c o n t a i n s 	 1 9 	 q u e s t i o n s
A l l 	 t h e 	 q u e s t i o n s 	 a r e 	 c o m p u l s o r y
S E C T I O N 	 – 	 A
1 . 	 ( a ) 	 X C V I I I 	 i s 	 :
( i ) 	 9 8
( i i ) 	 7 8
( i i i ) 	 1 0 8
( i v ) 	 9 9
( b ) 	 H o w 	 m a n y 	 m i l l i o n 	 m a k e s 	 o n e 	 c r o r e :
( i ) 	 1 0 0
( i i ) 	 1 0
( i i i ) 	 1
( i v ) 	 1 0 0 0
( c ) 	 T h e 	 p r e d e c e s s o r 	 o f 	 9 9 9 9 	 :
( i ) 	 1 0 0 0
( i i ) 	 1 0 0 1
( i i i ) 	 9 9 9 8
( i v ) 	 1 0 0 0 0
( d ) 	 A d d i t i v e 	 i d e n t i t y 	 f o r 	 w h o l e 	 n u m b e r 	 i s 	 :
( i ) 	 1
( i i ) 	 - 1
( i i i ) 	 2
( i v ) 	 0
( e ) 	 A n 	 a n g l e 	 w h o s e 	 m e a s u r e 	 i s 	 g r e a t e r 	 t h a n 	 t h a t 	 o f 	 r i g h t 	 a n g l e 	 i s 	 :
( i ) 	 A c u t e 	 a n g l e
( i i ) 	 O b t u s e 	 a n g l e
( i i i ) 	 S t r a i g h t 	 a n g l e
( i v ) 	 N o n e
( f ) 	 A 	 c o l l e c t i o n 	 o f 	 n u m b e r s 	 g a t h e r e d 	 t o 	 g i v e 	 s o m e 	 i n f o r m a t i o n 	 i s 	 c a l l e d 	 :
( i ) 	 I n f o r m a t i o n
( i i ) 	 D a t a
( i i i ) 	 R a w 	 d a t a
( i v ) 	 T a b l e
( g ) 	 ( - 7 5 ) 	 + 	 ( 2 5 ) 	 i s :
( i ) 	 5 0
( i i ) 	 1 0 0
( i i i ) 	 - 5 0
( i v ) 	 - 1 0 0
( h ) 	 T h e 	 f r a c t i o n 	 o f 	 s h a d e d 	 p o r t i o n 	 o f 	 f i g . 	 g i v e n :
( i ) 	
( i i ) 	
( i i i ) 	
( i v ) 	
S E C T I O N - B
2 . 	 F i n d 	 p r o d u c t 	 u s i n g 	 s u i t a b l e 	 p r o p e r t y 	 8 5 4 	 × 	 1 0 2 .
Page 3


C B S E 	 C l a s s 	 V I 	 M a t h e m a t i c s
Q u e s t i o n 	 P a p e r 	 S A 	 - 1 	 2 0 1 6 	 – 	 2 0 1 7
G e n e r a l 	 I n s t r u c t i o n :
T h i s 	 q u e s t i o n 	 p a p e r 	 c o n t a i n s 	 1 9 	 q u e s t i o n s
A l l 	 t h e 	 q u e s t i o n s 	 a r e 	 c o m p u l s o r y
S E C T I O N 	 – 	 A
1 . 	 ( a ) 	 X C V I I I 	 i s 	 :
( i ) 	 9 8
( i i ) 	 7 8
( i i i ) 	 1 0 8
( i v ) 	 9 9
( b ) 	 H o w 	 m a n y 	 m i l l i o n 	 m a k e s 	 o n e 	 c r o r e :
( i ) 	 1 0 0
( i i ) 	 1 0
( i i i ) 	 1
( i v ) 	 1 0 0 0
( c ) 	 T h e 	 p r e d e c e s s o r 	 o f 	 9 9 9 9 	 :
( i ) 	 1 0 0 0
( i i ) 	 1 0 0 1
( i i i ) 	 9 9 9 8
( i v ) 	 1 0 0 0 0
( d ) 	 A d d i t i v e 	 i d e n t i t y 	 f o r 	 w h o l e 	 n u m b e r 	 i s 	 :
( i ) 	 1
( i i ) 	 - 1
( i i i ) 	 2
( i v ) 	 0
( e ) 	 A n 	 a n g l e 	 w h o s e 	 m e a s u r e 	 i s 	 g r e a t e r 	 t h a n 	 t h a t 	 o f 	 r i g h t 	 a n g l e 	 i s 	 :
( i ) 	 A c u t e 	 a n g l e
( i i ) 	 O b t u s e 	 a n g l e
( i i i ) 	 S t r a i g h t 	 a n g l e
( i v ) 	 N o n e
( f ) 	 A 	 c o l l e c t i o n 	 o f 	 n u m b e r s 	 g a t h e r e d 	 t o 	 g i v e 	 s o m e 	 i n f o r m a t i o n 	 i s 	 c a l l e d 	 :
( i ) 	 I n f o r m a t i o n
( i i ) 	 D a t a
( i i i ) 	 R a w 	 d a t a
( i v ) 	 T a b l e
( g ) 	 ( - 7 5 ) 	 + 	 ( 2 5 ) 	 i s :
( i ) 	 5 0
( i i ) 	 1 0 0
( i i i ) 	 - 5 0
( i v ) 	 - 1 0 0
( h ) 	 T h e 	 f r a c t i o n 	 o f 	 s h a d e d 	 p o r t i o n 	 o f 	 f i g . 	 g i v e n :
( i ) 	
( i i ) 	
( i i i ) 	
( i v ) 	
S E C T I O N - B
2 . 	 F i n d 	 p r o d u c t 	 u s i n g 	 s u i t a b l e 	 p r o p e r t y 	 8 5 4 	 × 	 1 0 2 .
3 . 	 F i n d 	 c o m m o n 	 f a c t o r s 	 o f 	 1 5 	 a n d 	 2 5 .
4 . 	 E s t i m a t e 	 t o 	 n e a r e s t 	 h u n d r e d 	 ( 6 1 3 + 1 2 0 )
5 . 	 W h a t 	 f r a c t i o n 	 o f 	 a 	 d a y 	 i s 	 3 	 h o u r s 	 ?
6 . 	 R e p r e s e n t 	 ( - 5 ) 	 o n 	 n u m b e r 	 l i n e .
7 . 	 D r a w 	 o n e 	 o p e n 	 c u r v e 	 a n d 	 o n e 	 c l o s e d 	 c u r v e 	 d i a g r a m .
S E C T I O N 	 - C
8 . 	 U s e 	 t h e 	 f i g u r e 	 t o 	 n a m e :
( a ) 	 F i v e 	 p o i n t s
( b ) 	 A 	 l i n e
( c ) 	 F o u r 	 r a y s
9 . 	 A 	 m a c h i n e 	 o n 	 a n 	 a v e r a g e , 	 m a n u f a c t u r e s 	 2 , 8 2 5 	 s c r e w s 	 a 	 d a y . 	 H o w 	 m a n y 	 s c r e w s
d i d 	 i t 	 p r o d u c e 	 i n 	 t h e 	 m o n t h 	 o f 	 J a n u a r y ?
1 0 . 	 F i n d 	 t h e 	 v a l u e 	 o f 	 ( 2 9 7 	 × 	 1 7 ) 	 + 	 ( 2 9 7 	 × 	 3 )
1 1 . 	 F i n d 	 t h e 	 L C M 	 p f 	 2 0 , 	 2 5 	 a n d 	 3 0 .
1 2 . 	 U s e 	 n u m b e r 	 l i n e 	 a n d 	 a d d : 	 ( - 5 ) 	 + 	 1 0 .
1 3 . 	 W h i c h 	 i s 	 g r e a t e r 	 	 o r 	
1 4 . 	 S o l v e : 	
1 5 . 	 T h e 	 s a l e 	 o f 	 e l e c t r i c 	 b u l b s 	 o n 	 d i f f e r e n t 	 d a y 	 o f 	 w e e k 	 i s 	 s h o w n 	 b e l o w :
Page 4


C B S E 	 C l a s s 	 V I 	 M a t h e m a t i c s
Q u e s t i o n 	 P a p e r 	 S A 	 - 1 	 2 0 1 6 	 – 	 2 0 1 7
G e n e r a l 	 I n s t r u c t i o n :
T h i s 	 q u e s t i o n 	 p a p e r 	 c o n t a i n s 	 1 9 	 q u e s t i o n s
A l l 	 t h e 	 q u e s t i o n s 	 a r e 	 c o m p u l s o r y
S E C T I O N 	 – 	 A
1 . 	 ( a ) 	 X C V I I I 	 i s 	 :
( i ) 	 9 8
( i i ) 	 7 8
( i i i ) 	 1 0 8
( i v ) 	 9 9
( b ) 	 H o w 	 m a n y 	 m i l l i o n 	 m a k e s 	 o n e 	 c r o r e :
( i ) 	 1 0 0
( i i ) 	 1 0
( i i i ) 	 1
( i v ) 	 1 0 0 0
( c ) 	 T h e 	 p r e d e c e s s o r 	 o f 	 9 9 9 9 	 :
( i ) 	 1 0 0 0
( i i ) 	 1 0 0 1
( i i i ) 	 9 9 9 8
( i v ) 	 1 0 0 0 0
( d ) 	 A d d i t i v e 	 i d e n t i t y 	 f o r 	 w h o l e 	 n u m b e r 	 i s 	 :
( i ) 	 1
( i i ) 	 - 1
( i i i ) 	 2
( i v ) 	 0
( e ) 	 A n 	 a n g l e 	 w h o s e 	 m e a s u r e 	 i s 	 g r e a t e r 	 t h a n 	 t h a t 	 o f 	 r i g h t 	 a n g l e 	 i s 	 :
( i ) 	 A c u t e 	 a n g l e
( i i ) 	 O b t u s e 	 a n g l e
( i i i ) 	 S t r a i g h t 	 a n g l e
( i v ) 	 N o n e
( f ) 	 A 	 c o l l e c t i o n 	 o f 	 n u m b e r s 	 g a t h e r e d 	 t o 	 g i v e 	 s o m e 	 i n f o r m a t i o n 	 i s 	 c a l l e d 	 :
( i ) 	 I n f o r m a t i o n
( i i ) 	 D a t a
( i i i ) 	 R a w 	 d a t a
( i v ) 	 T a b l e
( g ) 	 ( - 7 5 ) 	 + 	 ( 2 5 ) 	 i s :
( i ) 	 5 0
( i i ) 	 1 0 0
( i i i ) 	 - 5 0
( i v ) 	 - 1 0 0
( h ) 	 T h e 	 f r a c t i o n 	 o f 	 s h a d e d 	 p o r t i o n 	 o f 	 f i g . 	 g i v e n :
( i ) 	
( i i ) 	
( i i i ) 	
( i v ) 	
S E C T I O N - B
2 . 	 F i n d 	 p r o d u c t 	 u s i n g 	 s u i t a b l e 	 p r o p e r t y 	 8 5 4 	 × 	 1 0 2 .
3 . 	 F i n d 	 c o m m o n 	 f a c t o r s 	 o f 	 1 5 	 a n d 	 2 5 .
4 . 	 E s t i m a t e 	 t o 	 n e a r e s t 	 h u n d r e d 	 ( 6 1 3 + 1 2 0 )
5 . 	 W h a t 	 f r a c t i o n 	 o f 	 a 	 d a y 	 i s 	 3 	 h o u r s 	 ?
6 . 	 R e p r e s e n t 	 ( - 5 ) 	 o n 	 n u m b e r 	 l i n e .
7 . 	 D r a w 	 o n e 	 o p e n 	 c u r v e 	 a n d 	 o n e 	 c l o s e d 	 c u r v e 	 d i a g r a m .
S E C T I O N 	 - C
8 . 	 U s e 	 t h e 	 f i g u r e 	 t o 	 n a m e :
( a ) 	 F i v e 	 p o i n t s
( b ) 	 A 	 l i n e
( c ) 	 F o u r 	 r a y s
9 . 	 A 	 m a c h i n e 	 o n 	 a n 	 a v e r a g e , 	 m a n u f a c t u r e s 	 2 , 8 2 5 	 s c r e w s 	 a 	 d a y . 	 H o w 	 m a n y 	 s c r e w s
d i d 	 i t 	 p r o d u c e 	 i n 	 t h e 	 m o n t h 	 o f 	 J a n u a r y ?
1 0 . 	 F i n d 	 t h e 	 v a l u e 	 o f 	 ( 2 9 7 	 × 	 1 7 ) 	 + 	 ( 2 9 7 	 × 	 3 )
1 1 . 	 F i n d 	 t h e 	 L C M 	 p f 	 2 0 , 	 2 5 	 a n d 	 3 0 .
1 2 . 	 U s e 	 n u m b e r 	 l i n e 	 a n d 	 a d d : 	 ( - 5 ) 	 + 	 1 0 .
1 3 . 	 W h i c h 	 i s 	 g r e a t e r 	 	 o r 	
1 4 . 	 S o l v e : 	
1 5 . 	 T h e 	 s a l e 	 o f 	 e l e c t r i c 	 b u l b s 	 o n 	 d i f f e r e n t 	 d a y 	 o f 	 w e e k 	 i s 	 s h o w n 	 b e l o w :
A n s w e r 	 t h e 	 f o l l o w i n g 	 q u e s t i o n s :
( i ) 	 H o w 	 m a n y 	 b u l b s 	 w e r e 	 s o l d 	 o n 	 F r i d a y ?
( i i ) 	 O n 	 w h i c h 	 d a y 	 w e r e 	 t h e 	 m a x i m u m 	 n u m b e r 	 o f 	 b u l b s 	 s o l d ?
( i i i ) 	 O n 	 w h i c h 	 o f 	 d a y s 	 s a m e 	 n u m b e r 	 o f 	 b u l b s 	 w e r e 	 s o l d ?
S E C T I O N - D
1 6 . 	 R a f i q 	 e x e r c i s e d 	 f o r 	 	 o f 	 a n 	 h o u r , 	 w h i l e 	 R o h i t 	 e x e r c i s e d 	 f o r 	 	 o f 	 a n 	 h o u r . 	 W h o 	 e x e r c i s e d
f o r 	 a 	 l o n g e r 	 t i m e ?
1 7 . 	 M a t c h 	 t h e 	 f o l l o w i n g :
	 M e a s u r e s 	 o f 	 T r i a n g l e 	 T y p e 	 o f 	 T r i a n g l e
( i ) 3 	 s i d e s 	 o f 	 e q u a l 	 l e n g t h ( a ) S c a l e n e
( i i ) 2 	 s i d e s 	 o f 	 e q u a l 	 l e n g t h ( b ) I s o s c e l e s 	 r i g h t 	 a n g l e d
( i i i ) A l l 	 s i d e s 	 a r e 	 d i f f e r e n t ( c ) O b t u s e 	 a n g l e d
( i v ) 3 	 a c u t e 	 a n g l e s ( d ) R i g h t 	 a n g l e d
( v ) 1 	 r i g h t 	 a n g l e ( e ) E q u i l a t e r a l
( v i ) 1 	 o b t u s e 	 a n g l e ( f ) A c u t e 	 a n g l e d
( v i i ) 1 	 r i g h t 	 a n g l e 	 w i t h 	 t w o 	 s i d e s 	 o f ( g ) I s o s c e l e s
Page 5


C B S E 	 C l a s s 	 V I 	 M a t h e m a t i c s
Q u e s t i o n 	 P a p e r 	 S A 	 - 1 	 2 0 1 6 	 – 	 2 0 1 7
G e n e r a l 	 I n s t r u c t i o n :
T h i s 	 q u e s t i o n 	 p a p e r 	 c o n t a i n s 	 1 9 	 q u e s t i o n s
A l l 	 t h e 	 q u e s t i o n s 	 a r e 	 c o m p u l s o r y
S E C T I O N 	 – 	 A
1 . 	 ( a ) 	 X C V I I I 	 i s 	 :
( i ) 	 9 8
( i i ) 	 7 8
( i i i ) 	 1 0 8
( i v ) 	 9 9
( b ) 	 H o w 	 m a n y 	 m i l l i o n 	 m a k e s 	 o n e 	 c r o r e :
( i ) 	 1 0 0
( i i ) 	 1 0
( i i i ) 	 1
( i v ) 	 1 0 0 0
( c ) 	 T h e 	 p r e d e c e s s o r 	 o f 	 9 9 9 9 	 :
( i ) 	 1 0 0 0
( i i ) 	 1 0 0 1
( i i i ) 	 9 9 9 8
( i v ) 	 1 0 0 0 0
( d ) 	 A d d i t i v e 	 i d e n t i t y 	 f o r 	 w h o l e 	 n u m b e r 	 i s 	 :
( i ) 	 1
( i i ) 	 - 1
( i i i ) 	 2
( i v ) 	 0
( e ) 	 A n 	 a n g l e 	 w h o s e 	 m e a s u r e 	 i s 	 g r e a t e r 	 t h a n 	 t h a t 	 o f 	 r i g h t 	 a n g l e 	 i s 	 :
( i ) 	 A c u t e 	 a n g l e
( i i ) 	 O b t u s e 	 a n g l e
( i i i ) 	 S t r a i g h t 	 a n g l e
( i v ) 	 N o n e
( f ) 	 A 	 c o l l e c t i o n 	 o f 	 n u m b e r s 	 g a t h e r e d 	 t o 	 g i v e 	 s o m e 	 i n f o r m a t i o n 	 i s 	 c a l l e d 	 :
( i ) 	 I n f o r m a t i o n
( i i ) 	 D a t a
( i i i ) 	 R a w 	 d a t a
( i v ) 	 T a b l e
( g ) 	 ( - 7 5 ) 	 + 	 ( 2 5 ) 	 i s :
( i ) 	 5 0
( i i ) 	 1 0 0
( i i i ) 	 - 5 0
( i v ) 	 - 1 0 0
( h ) 	 T h e 	 f r a c t i o n 	 o f 	 s h a d e d 	 p o r t i o n 	 o f 	 f i g . 	 g i v e n :
( i ) 	
( i i ) 	
( i i i ) 	
( i v ) 	
S E C T I O N - B
2 . 	 F i n d 	 p r o d u c t 	 u s i n g 	 s u i t a b l e 	 p r o p e r t y 	 8 5 4 	 × 	 1 0 2 .
3 . 	 F i n d 	 c o m m o n 	 f a c t o r s 	 o f 	 1 5 	 a n d 	 2 5 .
4 . 	 E s t i m a t e 	 t o 	 n e a r e s t 	 h u n d r e d 	 ( 6 1 3 + 1 2 0 )
5 . 	 W h a t 	 f r a c t i o n 	 o f 	 a 	 d a y 	 i s 	 3 	 h o u r s 	 ?
6 . 	 R e p r e s e n t 	 ( - 5 ) 	 o n 	 n u m b e r 	 l i n e .
7 . 	 D r a w 	 o n e 	 o p e n 	 c u r v e 	 a n d 	 o n e 	 c l o s e d 	 c u r v e 	 d i a g r a m .
S E C T I O N 	 - C
8 . 	 U s e 	 t h e 	 f i g u r e 	 t o 	 n a m e :
( a ) 	 F i v e 	 p o i n t s
( b ) 	 A 	 l i n e
( c ) 	 F o u r 	 r a y s
9 . 	 A 	 m a c h i n e 	 o n 	 a n 	 a v e r a g e , 	 m a n u f a c t u r e s 	 2 , 8 2 5 	 s c r e w s 	 a 	 d a y . 	 H o w 	 m a n y 	 s c r e w s
d i d 	 i t 	 p r o d u c e 	 i n 	 t h e 	 m o n t h 	 o f 	 J a n u a r y ?
1 0 . 	 F i n d 	 t h e 	 v a l u e 	 o f 	 ( 2 9 7 	 × 	 1 7 ) 	 + 	 ( 2 9 7 	 × 	 3 )
1 1 . 	 F i n d 	 t h e 	 L C M 	 p f 	 2 0 , 	 2 5 	 a n d 	 3 0 .
1 2 . 	 U s e 	 n u m b e r 	 l i n e 	 a n d 	 a d d : 	 ( - 5 ) 	 + 	 1 0 .
1 3 . 	 W h i c h 	 i s 	 g r e a t e r 	 	 o r 	
1 4 . 	 S o l v e : 	
1 5 . 	 T h e 	 s a l e 	 o f 	 e l e c t r i c 	 b u l b s 	 o n 	 d i f f e r e n t 	 d a y 	 o f 	 w e e k 	 i s 	 s h o w n 	 b e l o w :
A n s w e r 	 t h e 	 f o l l o w i n g 	 q u e s t i o n s :
( i ) 	 H o w 	 m a n y 	 b u l b s 	 w e r e 	 s o l d 	 o n 	 F r i d a y ?
( i i ) 	 O n 	 w h i c h 	 d a y 	 w e r e 	 t h e 	 m a x i m u m 	 n u m b e r 	 o f 	 b u l b s 	 s o l d ?
( i i i ) 	 O n 	 w h i c h 	 o f 	 d a y s 	 s a m e 	 n u m b e r 	 o f 	 b u l b s 	 w e r e 	 s o l d ?
S E C T I O N - D
1 6 . 	 R a f i q 	 e x e r c i s e d 	 f o r 	 	 o f 	 a n 	 h o u r , 	 w h i l e 	 R o h i t 	 e x e r c i s e d 	 f o r 	 	 o f 	 a n 	 h o u r . 	 W h o 	 e x e r c i s e d
f o r 	 a 	 l o n g e r 	 t i m e ?
1 7 . 	 M a t c h 	 t h e 	 f o l l o w i n g :
	 M e a s u r e s 	 o f 	 T r i a n g l e 	 T y p e 	 o f 	 T r i a n g l e
( i ) 3 	 s i d e s 	 o f 	 e q u a l 	 l e n g t h ( a ) S c a l e n e
( i i ) 2 	 s i d e s 	 o f 	 e q u a l 	 l e n g t h ( b ) I s o s c e l e s 	 r i g h t 	 a n g l e d
( i i i ) A l l 	 s i d e s 	 a r e 	 d i f f e r e n t ( c ) O b t u s e 	 a n g l e d
( i v ) 3 	 a c u t e 	 a n g l e s ( d ) R i g h t 	 a n g l e d
( v ) 1 	 r i g h t 	 a n g l e ( e ) E q u i l a t e r a l
( v i ) 1 	 o b t u s e 	 a n g l e ( f ) A c u t e 	 a n g l e d
( v i i ) 1 	 r i g h t 	 a n g l e 	 w i t h 	 t w o 	 s i d e s 	 o f ( g ) I s o s c e l e s
1 8 . 	 D e t e r m i n e 	 t h e 	 g r e a t e s t 	 3 - d i g i t 	 n u m b e r 	 e x a c t l y 	 d i v i s i b l e 	 b y 	 8 , 	 1 0 , 	 1 2 .
1 9 . 	 O b s e r v e 	 t h e 	 b a r 	 g r a p h 	 o f 	 m a r k 	 o b t a i n e d 	 b y 	 S o n u 	 i n 	 d i f f e r e n t 	 s u b j e c t s .
( a ) 	 W h a t 	 i n f o r m a t i o n 	 d o e s 	 t h i s 	 g r a p h 	 g i v e s ?
( b ) 	 I n 	 w h i c h 	 s u b j e c t 	 m a r k s 	 a r e 	 m a x i m u m ?
( c ) 	 N a m e 	 t h e 	 s u b j e c t 	 i n 	 w h i c h 	 t h e 	 s c o r e d 	 m i n i m u m ?
( d ) 	 N a m e 	 t h o s e 	 s u b j e c t 	 i n 	 w h i c h 	 m a r k s 	 a r e 	 b e l o w 	 6 0 .
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