Sample Test
Concept 26: Divide by One-Digit Numbers (Divisible)
Instructions:
Long Division uses the following steps: Divide; Multiply;
Subtract; Bring down.
- They can be remembered, Daddy ÷ , Mommy • , Sister −
, Brother ⇓
- Divisible means the quotient is a whole number (no remainder).
|
- Start at the greatest place.
- 4 does not go into 1. Put a 0 on top and move to the
right one place.
- 4 goes into 15, three times. Put a 3 on top
of the 5 and multiply 3 • 4 = 12.
- Bring down the 12 below the 15 and subtract.
15 − 12 = 3.
- 4 does not go into 3 so bring down the 2.
- If 4 did go in, too small a number was put on top in step
4.
- 4 goes into 32 eight times. Put an 8 on top of the
2 and multiply 8 • 4 =32.
- Bring down the 32 below the 32 and subtract.
32 − 32 = 0.
- 4 does not go into 0 so bring down the 4.
- 4 goes into 4 one time. Put a 1 on top of the 4 and
multiply 1 • 4 = 4.
- Bring down the 4 below the 4 and subtract.
4 − 4 = 0.
- 1524 • 4 = 381. It goes
in evenly - you're done!
|
Tip: Use lined paper sideways to keep your columns
straight.
Q1 |
Divide 88 ÷
4 = ___________ |
Q2 |
How many groups of
4 are there in 88? |
Q3 |
How many groups of
2 are there in 258? |
Q4 |
How many groups of
5 are there in 1,500? |
Q5 |
Find the quotient 116 ÷
2 = ___________ |
Q6 |
Find the quotient 1,248 ÷
4 = ___________ |
Q7 |
Divide 1,372 ÷
4 = ___________ |
Q8 |
Divide 455 ÷
5 = ___________ |
Q9 |
Justin has 1883 m & ms. Justin wants to give each
of his 7 sisters the same number of m & ms. How many m & ms do each
of them get? |
Q10 |
Alejandro has 498 chocolate kisses. Alejandro wants
to give each of his 6 sisters the same number of chocolate kisses. How
many chocolate kisses do each of them get? |
[END OF QUESTIONS]
Answers:
[Q1]
22 [Q2]
22 [Q3]
129 [Q4]
300 [Q5]
58 [Q6]
312 [Q7]
343 [Q8]
91 [Q9]
269 [Q10]
83