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We want to design a perceptron network to output a 1 when either of these two vectors are input to the network:
and to output a -1 when either of the following vectors are input to the network:
i. Find and sketch a decision boundary for a network that will solve this problem.
ii. Find weights and biases that will produce the decision boundary you found in part i. Show all work.
iii. Draw the network diagram using abreviated notation.
iv. For each of the four vectors given above, calculate the net input, n, and the network output, a, for the network you have designed. Verify that your network solves the problem.
v. Are there other weights and biases that would solve the problem? If so, would you consider your weights best? Explain.
What is the step by step when design a reinforce concrete (t-beam and rectangular beam), slab doubly reinforce?
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Similar to Problem 27.19, except the air base is 6940 ft, the flying height above mean sea level is 12,520 ft, the x and y photo coordinates on the left photo are xa = 37.98 mm, ya = 50.45 mm, xb = 24.60 mm, and yb = -46.89 mm, and the x photo coo..
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