This question refers to the incomplete truth table below for the expression

$G=A^{\text{'}}+B{C}^{\text{'}}+AB{C}^{\text{'}}$

$\backslash$table$[[$A$,$B$,$C$,$G$,$minterms,m$-$notation$],[0,0,0,,$A$^(\text{'})$B$^(\text{'})$C$^(\text{'}),$m$\_(0)],[0,0,1,,,],[0,,,,,],[0,1,1,,$A$^(\text{'})$BC$,$m$\_(4)],[,,,,,$m$\_(6)],[,,,,,],[,,,1,,],[1,1,1,,$ABC,$]]$

What is the expression $G$ in the sum of minterms form?

Select one:

a$.m_3+m_0+m_6$

b$.m_4+m_2+m_3+m_1+m_7$

c$.m_3+m_1+m_2+m_0+m_6$

d$.m_4+m_1+m_7$