ifiotdedepleamning di datsmachine vrartificialintelligencedx Mastermind Mahdi decides to give a challenge to his students for their MLE Final. He provides a spinner with 10 sections, each numbered 1 through 10 . The students can change the sizes of each section, meaning that they can select the probability the spinner lands on a certain section. Mahdi then proposes that the students will get a 100 on their final if they can spin the spinner 10 times such that it doesn't land on section 1 during the first 9 spins and lands on section 1 on the 10th spin. If the probability of the spinner landing on section 1 is , what value of should the students select to most likely ensure they get a 100 on their final? Use your knowledge of Maximum Likelihood Estimation to get a 100 on the final. NOTE: You must specify the log-likelihood function and use MLE to solve this problem for full credit. You may assume that the log-likelihood function is concave for this