The image contains three division problems. We need to solve for: a) $160 \div 2$ b) $168 \div 3$ c) $246 \div 2$ d) $200 \div 4$

1. Problem Description

The image contains three division problems. We need to solve for:

a) $160 \div 2$

b) $168 \div 3$

c) $246 \div 2$

d) $200 \div 4$

2. Solution Steps

a) $160 \div 2$:

We can divide 160 by 2 using long division or by recognizing that 160 is 16 times

1

0. $160 \div 2 = (16 \times 10) \div 2 = (16 \div 2) \times 10 = 8 \times 10 = 80$

b) $168 \div 3$:

We can divide 168 by 3 using long division.

$168 \div 3 = 56$

$3 \times 50 = 150$

$168-150 = 18$

$3 \times 6 = 18$

$50+6=56$

c) $246 \div 2$:

We can divide 246 by 2 using long division or by breaking it into smaller parts.

$246 \div 2 = (200 + 40 + 6) \div 2 = (200 \div 2) + (40 \div 2) + (6 \div 2) = 100 + 20 + 3 = 123$

d) $200 \div 4$:

We can divide 200 by 4 using long division or recognition.

$200 \div 4 = (2 \times 100) \div 4 = 2 \times (100 \div 4) = 2 \times 25 = 50$

3. Final Answer

a) $160 \div 2 = 80$

b) $168 \div 3 = 56$

c) $246 \div 2 = 123$

d) $200 \div 4 = 50$