Tech is playing State in a basketball game. Tech employs two basic offenses $$ the shuffle and the overload; State uses three defenses $$ the zone, the man$-$to$-$man, and a combination zone and man$-$to$-$man. The points Tech expects to score $($estimated from past games$)$ using each offense against each State defense are given in the following payoff matrix.

Tech

Offenses

State Defenses

Zone

Man$-$to$-$Man

Combination

Shuffle

$72$

$60$

$83$

Overload

$58$

$91$

$72$

$(3\mathrm{.}1)$ Which strategie that Tech or State should not use?

Question $18$ options:

A$)$

shuffle

B$)$

overload

C$)$

zone

D$)$

man$-$to$-$man

E$)$

combin

Solve this game. What is the value of this game?

What percent of time should Tech use Overload?

What percent of time should State use Man$-$to$-$man?

What percent of time should State use Combination?