The likelihood of Timmy securing victory in a Tennis match is quantified at 0.7. To determine the probability of Timmy not winning the match, one must consider the complementary probability.
In probability theory, the sum of the probabilities of all possible outcomes must equal 1. Therefore, if Timmy has a 0.7 chance of winning, the probability of him not winning can be calculated by subtracting his winning probability from 1.
Consequently, the probability that Timmy does not win the Tennis match is 0.3. For students seeking assistance in understanding these concepts, a gcse maths tutor can provide valuable guidance in mastering probability calculations.