Given the following decision table:

$\backslash$table$[[$ID$,$Diploma,Experience,Reference,Decision$],[$X$1,$MBA,Medium,Excellent,Accept$],[$X$2,$MBA,Low,Neutral,Reject$],[$X$3,$MCE,Low,Excellent,Accept$],[$X$4,$MSC$,$High,Neutral,Accept$],[$X$5,$MSC$,$High,Neutral,Reject$],[$X$6,$MSC$,$High,Neutral,Accept$],[$X$7,$MBA,High,Good,Accept$],[$X$8,$MCE,Low,Excellent,Reject$]]$

Consider the above table and assume the following abbreviations: $[7$ marks$]$

Diploma $=$MBA is abbreviated as MBA

Diploma$=$MCE is abbreviated as MCE and the same for other attributes

a$.$ Estimate the conditional probabilities for

Accept $|MBA|$ Reject $|MBA|$

Accept $|MCE|$ Reject $|MCE|$

Accept $|MSA|$ Reject $|MSA|$

Do the same for other attributes: "Experience" and "Reference"

b$.$ Given a record with the following attributes values:

$\backslash$table$[[$RI$,$MBA,Low,Good,?