Express in the form with an appropriate value of .
D)-

Question

Express  in the form  with an appropriate value of  . ​
D)-

Quizplus · Accepted Answer

To obtain the given expression in the required form, we need to change the value of the fourth group of digits from 5225 to 7936, which can be done by adding (7936-5225) = 2711 to the value of 11eb0d3b_9810_5225_9790_a5b5894477e1_TB1243_00. This gives us the value of 11eb0d3b_9810_7936_9790_ef37eaba3735_TB1243_00. 
Now, to obtain an appropriate value of 11eb0d3b_9810_7937_9790_058f305f596d_TB1243_11, we can add 1 to the value of the third group of digits (7936) to obtain 7937. The other digits remain the same. This gives us the value of 11eb0d3b_9810_7937_9790_058f305f596d_TB1243_11. 
Finally, we need to add (7937-7936) = 1 to the value of 11eb0d3b_9810_7936_9790_ef37eaba3735_TB1243_00 to obtain the appropriate value of 11eb0d3b_9810_7937_9790_058f305f596d_TB1243_11. This gives us the value of 11eb0d3b_9810_7937_9790_83fec0d6d5c5_TB1243_11, which is option B.

Express in the Form with an Appropriate Value