S . R o b i n   m a k e s   s o m e   p a t t e r n s   u sin g   b l a c k   a n d   w h i t e   c o u n t e r s

( a )   C o m p l e t e   t h e   t a b l e ( b ) H o w   m a n y   w h i t e   c o u n t e r s   a r e   t h e r e   i n   p a t t e r n   n u m b e r   n ? ( c ) W r i t e   a n   e x p r e s s i o n   f o r   t o t a l   n u m b e r   o f   c o u n t e r s   i n   t h e   n t h   p a t t e r n

Dear Student,

(b) Find: Number of white counters in n  number of pattern As shown in tablepattern 1 has 0 white counterpattern 2 has 2 white counterpattern 3 has 4 white countersimilarly pattern 4 has 6 white counterpattern 5 has 8 white counter  As we can see in pattern ,if we have n numbers ofpattern we have 2n-2 number of white countersfor example , for n=3 then 2n-2=2×3-2  =4for  n=10then 2n-n=2×10-2=18                    Answer  - If pattern number is n then we have 2n-2 white counters


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