Answer:
[tex]6\ nines= 5\ nines +1\ nine[/tex]
Step-by-step explanation:
Unit form: 6 nines=......nines +.... nine
By this it is meant,
[tex]6\times 9 = \_\_\times9+\_\_\times9[/tex]
We can write that as
[tex]6\times 9 = 5\times9+1\times9[/tex]
[tex]54 = 45+9[/tex]
And that's true.
This is representation of distributive property.
[tex]b(a+c)=ab+bc[/tex]
So ,
[tex]6\ nines= 5\ nines +1\ nine[/tex]
