the formula below is often used by project managers to compute e, the estimated time to complete a job…

the formula below is often used by project managers to compute e, the estimated time to complete a job, where o is the shortest completion time, p is the longest completion time, and m is the most likely completion time.\ne = \\frac{o + 4m+p}{6}\nwhich correctly gives p in terms of e, o, and m?\na p = 6e - o - 4m\nb p = -6e + o + 4m\nc p = \\frac{o + 4m+e}{6}\nd p = \\frac{o + 4m - e}{6}

the formula below is often used by project managers to compute e, the estimated time to complete a job, where o is the shortest completion time, p is the longest completion time, and m is the most likely completion time.\ne = \\frac{o + 4m+p}{6}\nwhich correctly gives p in terms of e, o, and m?\na p = 6e - o - 4m\nb p = -6e + o + 4m\nc p = \\frac{o + 4m+e}{6}\nd p = \\frac{o + 4m - e}{6}

Answer

Explicación:

Paso 1: Multiplicar ambos lados por 6

$$6E = O + 4M+P$$

Paso 2: Despejar P

$$P=6E - O - 4M$$

Respuesta:

A. $P = 6E - O - 4M$