Theta or time decay is not linear. The theoretical rate of decay will tend to increase as expiration approaches. Thus, the amount of decay indicated by Theta tends to be gradual at first and accelerates as expiration approaches. Upon expiration, an option has no time value and trades only for intrinsic value, if any. Pricing models take into account weekends, so options tend to decay seven days over the course of five trading days. However, there is no industry-wide method for decaying options so different models show the impact of time decay differently. If a pricing model is decaying options too quickly, current markets may look too high when compared to the model's theoretical values, and if the model is displaying the decay too slowly, the current markets may look too cheap compared to the model's theoretical values.
If XYZ were trading at $50 and 50 strike call was trading at $3 with a Theta of .05, an investor would anticipate that option to lose about $0.5 per day, all things remaining the same. If a day passed without a change in the option price, then one of the other variables must have changed. In most cases, it must have been an increase in implied volatility. If the option decreased more than $.05 an investor might deduce that implied volatility on that strike or product might have dropped as well. And as expiration approaches, it is likely Theta would become increasingly negative. At the end of the second trading day, with one day left until expiration, the Theta should equal the entire amount of time value left in the option.
The picture below shows how you can incorporate Theta into your analysis: