All projects $($A to G$)$ are $7-$year projects. NPV $=$ Net present value. IRR $=$ internal rate

of return. MIRR $=$ modified internal rate of return. $\frac{?}{PI}=$ profitability index.

The discounting rate $(r)$ is $10\%.$

Which of the following $10$ statements are false $-$ incorrect $($there are several, select

all that apply$).$ Consider each statement on its own separate from the others listed:

If all projects are independent, under the NPV rule, projects $A,B,C,D,F,$ and G

should be taken

If projects $A$&$B$ are mutually exclusive, projects $C$ and $D$ are also mutually

exclusive and projects F and G are also mutually exclusive $($all others are

independent$),$ under the MIRR rule projects $B,C,$ and $F$ should be undertaken

If projects $A$&$B$ are mutually exclusive, projects $C$ and $D$ are also mutually

exclusive and projects F and G are also mutually exclusive $($all others are

independent$),$ under the NPV rule projects A$,$ D$,$ and F should be undertaken

If all projects are independent, under the NPV rule, all projects should be taken

If all projects are mutually exclusive, under the NPV rule only project A should

be taken

If all projects are mutually exclusive, under the NPV rule projects A$,$ B$,$ C$,$ D$,$ F

and G should be taken

If projects $A$&$B$ are mutually exclusive, projects C and D are also mutually

exclusive and projects F and G are also mutually exclusive $($all others are

independent$),$ under the IRR rule projects B$,$ C$,$ and G should be undertaken

If only projects E and F are mutually exclusive, under the NPV rule only project A

should be taken