Relations and Functions II
If a∈Rand the equation −3(x−[x])2+2(x−[x])+a2=0(where [x] denotes the greatest integer x) has no integral solution, then all possible values of a lie in the interval
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If \log\ (-2x)=2\log\ (x+1), then x can be equal to
If log10x=2a and log10y=2b, then 10a in terms of x is x.
The value of log281 is equal to
Show that 50=1 can be written as log251=0
If logx2=−1, then the value of x is equal to
Convert the following to logarithmic form:52=25
The exponential form of log216=4 is