Breadth of the hall (in m) | 10\[\]40 |
Length of the hall (in m) | 25 50 \[\] |
Answer:
Given, ratio of breadth and length of a hall = 2 : 5 Also given, breadth of the hall = 10 and length of the hall = 25 Then, the ratio of breadth and length \[=\frac{10}{25}=\frac{2}{5}=2:5\] Now, for finding first missing number, we have \[25\times 2=50\] i.e. when we multiply 25 by 2 we get 50. So, to get first missing term, we multiply 10 by 2. \[\therefore \]\[10\times 220\] Hence, second breadth of the hall = 20 and length of the hall = 50 For finding second missing number, we have \[40=10\times 4\] i.e. when we multiply 10 by 4 we get 40. So, to get second missing term, we multiply 25 by 4. \[\therefore \]\[25\times 4=100\] Hence, third breadth of hall = 40 and length = 100 Thus, the complete table is
Breadth of the hall (in m) 10\[\]40 Length of the hall (in m) 25 50 \[\].
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