Math, asked by lalithashrie5, 9 months ago

answer the above question​

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Answered by aslam2186
0

Answer:

let ,

a and b are odd positive integers

b= 6

we know that,

a= bq+r

a=6q+r

if r=0,1,2,3,4,5

r=0 a=6q even ........(1)

r=1. a=6q+1. odd .........(2)

r=2. a= 6q+2. even.......(3)

r= 3 a= 6q+3. odd .......(4)

r=4. a= 6q +4. even.....(5)

r= 5. a= 6q+5. odd.......(6)

from eq 2,4,6 we can say any odd integers is in the form of 6q+1,6q +3and 6q+5

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