Math, asked by aishmeet, 1 year ago

If x and y are the no. of possibilities that A can assume such that the unit digit of A and A^3 are same and the unit digit of A^2 and A^3 are respectively , then the value of x-y is (where A is a single digit)


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Answers

Answered by Anonymous
0
hi,

there is some questions error
if the question is:
if X and y are the no.of possibility that A can assume such that the unit digit of A and A^3 are same and the unit digit of A ^2 and A ^3 are same.then find the value of X - y .where A is a single digit

if it is so
then the answer is 2
and solution is in photo

bye
hope you like it
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Anonymous: is the answer right
Answered by Shaizakincsem
0

Thank you for asking this question. Here is your answer:

These are the possibilities  

For a single digit number A  

it's cube  is equal to it's number itself  

if A ={1,-1,0}

it's square is equal to it's number itself

if A={1,0}

x-y=3-2=1

If there is any confusion please leave a comment below.

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