verd said:this one is pretty simple. You don't need to worry about K-Maps because K-Maps are for simplifying messy boolean expressions. The expression you have, Z=A'C+BC' is a very simple one.
In practice, constructing a digital circuit is cheapest by implementing it using only NAND gates, so I guess the idea is to show you how it's done.
Basically each component, NOT, OR, AND, can each be made up of an assortment of NAND gates. All you do is put little blocks of these NAND gate configurations together the same as you would with regular NOT, OR, and AND gates.
Here's a good quick tutorial on it:
www.colchsfc.ac.uk/electronics/pdf_files/Doing it All With NAND Gates and NOR Gates.pdf
Hope this helps.
awais bashir said:why u remove implements in last step?
A NAND-Gate, short for "Not AND" gate, is a digital logic gate that outputs a low signal (0) only when both of its inputs are high (1). This means that it behaves as the opposite of an AND-Gate. Other logic gates have different output conditions based on their specific function, such as AND, OR, and NOT gates.
NAND-Gates can be implemented using various electronic components such as transistors, diodes, and resistors. These components can be arranged in a specific way to create the logic function of the NAND-Gate, which can then be integrated into a larger digital system.
NAND-Gates have several advantages in digital systems, including their simplicity and versatility. They can be used to create any other logic function, which reduces the number of components needed in a system. They also have a fast response time and can be used in both sequential and combinational logic circuits.
One limitation of NAND-Gate implementation is that it requires a larger number of transistors compared to other logic gates, which can increase the cost and complexity of a system. Additionally, NAND-Gates can only output a low signal when both inputs are high, which may not be suitable for certain logic functions.
With advancements in technology, NAND-Gate implementation has become more efficient and compact. The use of integrated circuits has allowed for the integration of multiple NAND-Gates onto a single chip, making them more cost-effective and space-saving. Additionally, the development of more advanced logic gates has reduced the need for using multiple NAND-Gates in a system.