One reason for using the sum-of-products form is that it can be implemented using all gates without much difficulty.

Related MCQs

• The implementation of simplified sum-of-products expressions may be easily implemented into actual logic circuits using all universal                 gates with little or no increase in circuit complexity. (Select the response for the blank space that will BEST make the statement true.)
• An output gate is connected to four input gates; the circuit does not function. Preliminary tests with the DMM indicate that the power is applied; scope tests show that the primary input gate has a pulsing signal, while the interconnecting node has no signal. The four load gates are all on different ICs. Which instrument will best help isolate the problem?
• How many two input AND gates and two input OR gates are required to realize Y = BD+CE+AB
• 4: How many gates (minimum) are needed for a 3-bit up-counter using standard binary and using T lip-lops ? Assume unlimited fan-in.
• A 2 bit binary multiplier can be implemented using
• A one-to-four line demultiplexer is to be implemented using a memory. How many bits must each word have ?
• How many 74LSTTL logic gates can be driven from a 74TTL gate?
• Which of the following combinations of logic gates can decode binary 1101?
• To implement the full-adder sum functions, two exclusive-OR gates can be used.
• Which one of the following set of gates are best suited for 'parity' checking and 'parity' generation.