1.2) In the last row there are 23 boxes can you find the total number of rows on the wall? *
2 points
9
10
11
12
1.3) If the cost of painting one box is rupees 2/- Can you find the total cost of painting the pattern? *
2 points
286
126
260
None of the above
1.1) He wants to know the number of boxes in 7th row can you help him to find the same? *
2 points
11
13
15
17
1. Venkatesh has observed a beautiful pattern on the wall of a cricket stadium.
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There are 23 plants in the first row, 21 plants in the second row, 19 plants in the third row, in a backyard. The plants in the last row are wilted.
The sequence's A.P. is 23,21,1, a=23, d=2, n=10
So, as we know, t n =a+(n1)d t n =23+(101)(2) t n =23+(9)(2) t n =2318 t n =5
In the last row, there are five plants.
If the nth row's last phrase is
S=1+5+11+19
T (n) n terms
T (n)" terms 0=1+4+6+8 terms - T (n) terms -T (n) terms -T (n) terms
T (n)=1+2(2+3+4=1+2((n-1))/(2)
[2*2+(n-2)*1] =1+(n+1)(n+2) =1+n^(2)+n-2
T (n) = n(2)+n-1 implies T (n)= T (n)= T (n)= T (n
T (60)=(60)(2)+60-1=3600+59=3659 T (60)=(60)(2)+60-1=3600+59=3659
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