Madhu is 18^{th} from the left end and Sandhu | vedclass

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(D) Total number of children in the row = $40$.Madhu's position from the left = $18^{th}$.Sandhu's position from the right = $11^{th}$.To find the num

Vedclass · Accepted Answer

$11$

Vedclass · Answer

(D) Total number of children in the row = $40$.Madhu's position from the left = $18^{th}$.Sandhu's position from the right = $11^{th}$.To find the number of children between them, we use the formula: $	ext{Number of children between} = 	ext{Total} - (	ext{Position from left} + 	ext{Position from right})$.$	ext{Number of children between} = 40 - (18 + 11) = 40 - 29 = 11$.Wait, the formula for non-overlapping cases is $	ext{Total} - (	ext{Left} + 	ext{Right})$.$40 - (18 + 11) = 40 - 29 = 11$.Therefore, there are $11$ children between them.

Madhu is $18^{th}$ from the left end and Sandhu is $11^{th}$ from the right end of a row of $40$ children. How many children are there between Madhu and Sandhu in the row?

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