Write the following composite statement:

"The Moon does not rotate around the Earth if the Sun does not rotate around the Earth" and the Earth does not rotate around the Moon $"$

in symbolic form by identifying its atomic statements and logical structure. Using the formula obtained determine the logical value of this composite statement.

$P=$ the Moon rotates around the Earth

$Q=$ the Sun rotates around the Earth

$R=$ the Earth rotates around the Moon

a$.$ The statement is True.

b$.$ The statement is False.

c$.$ notP$=>(not{Q}^{{?}^{?}}$notR$)$

d$.(not{Q}^{{?}^{?}}$notR$)=>$notP

e$.$ notP$=>(notQvvnotR)$