DOWN FROM 0 TO 9 .. IT WILL RESET AT 0 THEN BACK TO 9...
- Down from what?
- To what?
- Do you know how it starts?
- Will it run once or how will it reset?
- When will it stop?
Can you count from 9 to 0 backwards?DOWN FROM 0 TO 9 .. IT WILL RESET AT 0 THEN BACK TO 9...
9 TO 0.. IT WILL RESET AT 0 THEN BACK TO 9...
this is an activity, yes i have read the data sheet.. i have tried my idea but the count is 9-7-5-3-1, then back to 9..Is this homework? And there were a couple of my questions you did not answer.
Have you read the datasheet?
Post the circuit of your idea.i have tried my idea but the count is 9-7-5-3-1
by putting the source on.. the count is from 9-7-5-3-1.. there is nothing unique .. when i turn on the source the clock pulse start then the 7segment just display 9-7-5-3-1 number again and again... 1001 - 0111 - 0101 - 0011 - 0001..And how does it start? Just by powering on?
Is the count from 9 to 0 or is it 9-7-5-3-1? Details are important?
Assuming it's the latter sequence, is there something unique about it? Can you describe it to us? How would you represent it in binary?
need the 1 NAND 1 value to reset the counter. 0101,0111,1101,1111???Using the A,B,C,D inputs, what value do you need to load in to reset the counter?
Alec_T asked a good question!by putting the source on.. the count is from 9-7-5-3-1.. there is nothing unique .. when i turn on the source the clock pulse start then the 7segment just display 9-7-5-3-1 number again and again... 1001 - 0111 - 0101 - 0011 - 0001..
Hello,
Have a good look at the binairy values of the A,B,C and D outputs.
How do they relate to the wanted sequence?
Also what values do you need at the input of the counter to start at 9?
Bertus
need 1001 value to start at 9.Hello,
Have a good look at the binairy values of the A,B,C and D outputs.
How do they relate to the wanted sequence?
Also what values do you need at the input of the counter to start at 9?
Bertus
there is nothing unique , the circuit just display 9-7-5-3-1 valuesAlec_T asked a good question!
And may I add, there IS something unique about that sequence. Look at it again, either in decimal or binary...
I'm going to be a spoil sport and let you off the hook. In the given sequence the least significant digit is always a 1. So tie that input to the display high. What do the remaining digits do? That's right they go {100, 011, 010, 001, 000}. Those values concatenated with a constant, always 1, least significant digit, make up the desired sequence. Preset the counter to 4, aka 100, let it count down to 0, and reset the counter to 4 on the next clock after the counter reaches 0. Recognizing patterns is half the secret to clever logic and state machine design. It has always worked for me.there is nothing unique , the circuit just display 9-7-5-3-1 values