bhumika.k.shah wrote:7.5 $ # 9
What digit does $ represent if each of $ and # are single digits in the above decimal?

If the decimal is rounded to the nearest hundredth, the result is 7.55
If the decimal is rounded to the nearest tenth, the result is 7.5

I got a l'l stuck on the second statement.

I also dint understand what they meant by this sentence in their OE------> [spoiler]Notice that according to our rounding rules, this statement implies that the digit in the hundredths spot (the digit represented by the $ ) in the original decimal, was less than 5 [/spoiler]

Can someone help me find quicker yet detailed approaches for this Q + difficulty level of this Q ?

thanks

gmatmachoman wrote:@Ajith,

Still we can't definitely figure out the digits ...rite??? I mean we can't give precise numbers.
$---(1-4)
#(5-9)
So E

ajith wrote:

gmatmachoman wrote:@Ajith,

Still we can't definitely figure out the digits ...rite??? I mean we can't give precise numbers.
$---(1-4)
#(5-9)
So E

We can actually

Both the statements talk about only $

First says it is either 4 or 5
second says it is less than 5

so we can conclude that $ is 4