an predictor circuit is designed based on four factors such as Presence of Cloud(A), Presence of Depression in the seatB), Cyclone tormation in the seal High Precipitation(D). A threshold is fixed for all the above conditions and if the above factors are above the threshold, that is indicated as logic one and beinw threshold is indicated as logic zero. The rain predictor will give a logic zero as output to indicate the probability for rain fall. The following conditions will hold it t is a probability for rainfall, (a) ifD alorne is high (b) (1A and C are zero and B and D are high )OR ( ifA and D are zero and B and C are high) (c) fB alone is zero d) ifA and B are high and C is zero, then irrespective of the value of D, it will rain e) If all parameters are high. #A alone is zero, the circuit cannot predict whether it will rain or not. For all the other conditions the circuit will predict high. d out the simplified Product of Sum expression for the rain predictor circuit using Karnaugh map and design the circuit with minimum number of logic g Once you upload files from your second device, click on CSync to check your submission OCamera
an predictor circuit is designed based on four factors such as Presence of Cloud(A), Presence of Depression in the seatB), Cyclone tormation in the seal High Precipitation(D). A threshold is fixed for all the above conditions and if the above factors are above the threshold, that is indicated as logic one and beinw threshold is indicated as logic zero. The rain predictor will give a logic zero as output to indicate the probability for rain fall. The following conditions will hold it t is a probability for rainfall, (a) ifD alorne is high (b) (1A and C are zero and B and D are high )OR ( ifA and D are zero and B and C are high) (c) fB alone is zero d) ifA and B are high and C is zero, then irrespective of the value of D, it will rain e) If all parameters are high. #A alone is zero, the circuit cannot predict whether it will rain or not. For all the other conditions the circuit will predict high. d out the simplified Product of Sum expression for the rain predictor circuit using Karnaugh map and design the circuit with minimum number of logic g Once you upload files from your second device, click on CSync to check your submission OCamera
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
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Transcribed Image Text:allswer sheels
A rain predictor circuit is designed based on four factors such as Presence of Cloud(A), Presence of Depression in the seatB), Cyclone formation in the seaC
High Precipitation(D). A threshold is fixed for all the above conditions and if the above factors are above the threshold, that is indicated as logiio one and below the
threshold is indicated as logic zero. The rain predictor will give a logic zero as output to indicate the probability for rain fall. The following conditions will hold it there
is a probability for rainfall,
(a) ifD alone is high
(b) (A and C are zero and B and D are high )OR ( if A and D are zero and B and C are high)
(c) fB alone is zero
(d) if A and B are high and C is zero, then irrespective of the value of D, it will rain
(e) If all parameters are high.
(0 #A alone is zero, the circuit cannot predict whether it will rain or not.
(g) For all the other conditions the circuit will predict high.
Find out the simplified Product of Sum expression for the rain predictor circuit using Karnaugh map and design the circuit with minimum number of logic gates.
Once you upload files from your second device, click on c Sync to check your submission
OCamera
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