i need help with my homework. NEED CORRECT ANSWER ASAP.

Diagnosing and treating an individual with Traft's Syndrome is a difcult process. At any given time, when an individual is experiencing three specic symptoms (temperature above 101.0F, chest pain, and deep cough), there is a 4% chance he/she has Traft's. Out of those patients with Traft's, a recently developed treatment is found to be 85% effective in eliminating all three of these symptoms. For patients experiencing these three symptoms but who do not have Traft's, the treatment is 10% effective in eliminating these three symptoms - Let T denote that a patient experiencing these symptoms HAS Traft's Syndrome - Let T" denote that a patient experiencing these symptoms does NOT have Traft's Syndrome - Let E denote that the treatment is effective - Let E " denote that the treatment is not effective P(E" and T) P(E" and TA) Answer the following questions : 1. Find out each of the probabilities in the tree diagram above : P(T) = [ Select ] P( E|T) = [ Select ] P(E and T) = [Select ] P(E^ IT) = [ Select ] P(E ^and T) = [ Select ] V P(T^) = [Select ] P(E|T^) = [ Select ] P(E and T^) = [ Select ] V P(EXIT1) = [ Select ] P(E^ and T^) = [ Select ]2). What is the probability of the new drug being effective 3). Imagine a patient who responds positively to the treatment (their symptoms are eliminated). What is the probability that they actually have Traft' - " [59'9\"] I 0.6 0.262 0.06 0.006 0.0262 0.004