The following figure shows the gate level design of a modified NAND latch. Select from the options below the operation (i.e. Set, Reset, Toggle, No Change, or Not Allowed) that is performed when S= 1, C=0, R=1: S C O No Change O Not Allowed O Reset O Toggle Set

If both inputs of the SR latch with NAND gates are 0: a. the output is toggled b. the output is set c. the output is reset d. the input is not allowed

omplete the timing diagram for the gated latch shown below. S R EN O Q is initially LOW S A EN S P 票。

Q: 4 inputs ( S1 , S2 , R1 , R2 , EN.  If the latch S R circuit work on Set or rest?

module full_adder(input a, input b, input cin, output sum, output cout);wire s1, c1, c2;xor(sum, a, b);and(c1, a, b);and(c2, sum, cin);or(cout, c1, c2);endmodule module fulladd16_gate(input [15:0] a, input [15:0] b, input cin, output [16:0] sum, output reg cout);wire [15:0] carry;full_adder fa0(a[0], b[0], cin, sum[0], carry[0]);full_adder fa1(a[1], b[1], carry[0], sum[1], carry[1]);full_adder fa2(a[2], b[2], carry[1], sum[2], carry[2]);full_adder fa3(a[3], b[3], carry[2], sum[3], carry[3]);full_adder fa4(a[4], b[4], carry[3], sum[4], carry[4]);full_adder fa5(a[5], b[5], carry[4], sum[5], carry[5]);full_adder fa6(a[6], b[6], carry[5], sum[6], carry[6]);full_adder fa7(a[7], b[7], carry[6], sum[7], carry[7]);full_adder fa8(a[8], b[8], carry[7], sum[8], carry[8]);full_adder fa9(a[9], b[9], carry[8], sum[9], carry[9]);full_adder fa10(a[10], b[10], carry[9], sum[10], carry[10]);full_adder fa11(a[11], b[11], carry[10], sum[11], carry[11]);full_adder fa12(a[12], b[12], carry[11], sum[12],…

The Boolean expression, F = A, refers to which logic gate? Select the correct response: NOT Gate X-OR Gate X-NOR Gate Buffer Gate

Complete the following timing diagram for a gated S-R latch with active-high input S and R. Assume Q begins at 1. G S R பட Q Q

degital design

what are the issues of the d latch

A race condition happens in an R-S latch when the inputs are indeterminate both zero either zero or one both one This is the time needed by a gate in processing its input signals before the output signal can be generated propagation delay time threshold time setup time Ohold time