A security system was added to a company premises in the course of increased burglaries. Among other things, several cameras were installed to monitor the outside area. This is divided into six equal sectors. A total of three cameras are used for surveillance. Each of these cameras can see an area of 2x2 sectors, provided these are not occupied by the main building. The complete scenario can be seen in the figure below. As soon as a camera detects a person in one of its monitored sectors, its corresponding control signal k is set to 1. If no person is detected, the signal has the value 0 . Develop a function that uses the control signals from the cameras k2, k1, k0 to indicate in which sector a person is located. The corresponding sector is to be encoded in binary via the signals s2,s1,s0. If there is no person on the company premises, the vector s should have the value "000". If the sector cannot be clearly determined, s should have the value "111". Note Assume that a maximum of one person is on the company premises at any one time.

MAIN vzF trEsg Give the function table: kz kiko S2 S1 So Transfer the output signals 52,51 and so to the Karnaugh diagrams. 52:01 0:01 ko 00 00 $1:0 1 ko 00 01 11 01 01 11 10 10 10 kyk Give the equations of the minimal implementations of the output signals s2 s1 and so. Note Use * for AND and + for OR. Write the inverted signal, not(1) as !k1 52= Si= So = MAIN vzF trEsg Give the function table: kz kiko S2 S1 So Transfer the output signals 52,51 and so to the Karnaugh diagrams. 52:01 0:01 ko 00 00 $1:0 1 ko 00 01 11 01 01 11 10 10 10 kyk Give the equations of the minimal implementations of the output signals s2 s1 and so. Note Use * for AND and + for OR. Write the inverted signal, not(1) as !k1 52= Si= So =