The document provides examples and exercises on dividing numbers with remainders. It demonstrates dividing 19 by 5 to get a quotient of 3 with a remainder of 4. It then asks the reader to find the quotients and remainders of dividing several numbers. Finally, it poses word problems asking the reader to determine what number divided by a given amount would result in a specific quotient and remainder.

6. Example: 19 divided by 5
19 cannot be divided exactly by 5.
The closest we can get (without going over) is:
•3 x 5 = 15
•Which is 4 less than 19.
•So the answer of 19 ÷ 5 is:
•19 ÷ 5 = 3 R .4

7. Example: 10 3
10 divided 3
=3
r. 1

8. Answer the following
1.) 19/7=_____r.______
2.) 33/9=_____r.______
3.) 57/7=_____r.______
4.) 26/8=_____r.______
5.)46/5=______r.______
2 5
63
8 1
23
9 1

9. Assignment
1.) What number should be divided by 4 to get a quotient of 6 and
remainder of 3?
2.) What number should be divided by 5 to get a quotient of 7
and remainder of 2?
3.) What number should be divided by 8 to get a quotient of 4
and remainder of 5?
4.) What number should be divided by 9 to get a quotient of 3 and
remainder of 7?
5.) What number should be divided by 6 to get a quotient of 5
and remainder of 4?

10. Thank you
Prepared by:
Reyes, Charmaine P.