How many full adders are required to make an n-bit ripple carry adder?Question 4Answera.N-1b.2*Nc.N+1d.N
Question
How many full adders are required to make an n-bit ripple carry adder?Question 4Answera.N-1b.2*Nc.N+1d.N
Solution
The number of full adders required to make an n-bit ripple carry adder is N. So, the correct answer is d. N.
Here's why:
A ripple carry adder is a digital circuit that produces the arithmetic sum of two binary numbers. It is called a ripple carry adder because each carry bit "ripples" to the next full adder.
For an n-bit ripple carry adder, you need n full adders. Each full adder is responsible for adding a single bit from each of the two numbers, plus a carry bit from the previous full adder (if there is one).
For the first bit (the least significant bit), you don't need to add a carry bit because there is no previous bit. But for all the other bits (from the second bit to the nth bit), you need to add a carry bit from the previous full adder.
So, for an n-bit ripple carry adder, you need n full adders.
Similar Questions
4-bit Ripple Carry Adder
Which of the following digital logic circuits can be used to add more than 1 – bit simultaneously?a.Full – adderb.Serial adderc.Half – adderd.Ripple – carry adder
Design a Full Adder with minimum number of transistors minimum number of transistors
For the full adders, Which of the following statement is true
Explain Ripple Carry Look Adder
Upgrade your grade with Knowee
Get personalized homework help. Review tough concepts in more detail, or go deeper into your topic by exploring other relevant questions.