The force driving simple diffusion is ___, while the energy source for active transport is ___.

Answer:

= 3 : 5 : : x : 25

= 5 × x =  3 × 25

= 5x = 75

= x = 75/5

= x = 15

Answer:

Since the graph can be interpreted by labeling either of the axis as x and the other as y, thus stress can be on x or y, and strain on the other one. Both can be the case.

Also, instead of strain we can use the elongation only and later divide by original length directly to get Young's modulus. thus B option is also possible.

Again, instead of Stress we can use only the force or weight and divide by Area later. Thus all options are possible.

Answer:

Since the graph can be interpreted by labeling either of the axis as x and the other as y, thus stress can be on x or y, and strain on the other one. Both can be the case.

Also, instead of strain we can use the elongation only and later divide by original length directly to get Young's modulus. thus B option is also possible.

Again, instead of Stress we can use only the force or weight and divide by Area later. Thus all options are possible.

Explanation:

Correct option is B)

Explanation:

4 full adders are needed to add two 4-bit numbers with a parallel adders.

5.9 FOUR-BIT BINARY PARALLEL ADDER. ... Two binary numbers each of n bits can be added by means of a full adder circuit. Consider the example that two 4-bit binary numbers B 4B 3B 2B 1 and A 4A 3A 2A 1 are to be added with a carry input C 1.

MOS technology. Sum (Σ) outputs are provided for each bit and a resultant carry (C4) is obtained from the fourth bit. This adder features full internal look ahead across all four bits. A 4 x n binary adder is easily built up by cascading without any additional logic.

Answer:

i don't know the correct answer

Explanation:

4 full adders are needed to add two 4-bit numbers with a parallel adders.

5.9 FOUR-BIT BINARY PARALLEL ADDER. ... Two binary numbers each of n bits can be added by means of a full adder circuit. Consider the example that two 4-bit binary numbers B 4B 3B 2B 1 and A 4A 3A 2A 1 are to be added with a carry input C 1.

MOS technology. Sum (Σ) outputs are provided for each bit and a resultant carry (C4) is obtained from the fourth bit. This adder features full internal look ahead across all four bits. A 4 x n binary adder is easily built up by cascading without any additional logic.

Explanation:

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