Math Snap

STEP 1

1. Each multiplication problem is independent.
2. We will perform straightforward multiplication for each pair of numbers.
3. For problems involving real-world scenarios, we will interpret the multiplication in context.

STEP 2

1. Multiply the given numbers for each part.
2. Interpret the results in context for real-world scenarios.

STEP 3

Multiply $3.2 \times 6$.
\[
3.2 \times 6 = 19.2 $$

STEP 4

Multiply $2.85 \times 8$.
\[
2.85 \times 8 = 22.8 $$

STEP 5

Multiply $7.49 \times 23$.
\[
7.49 \times 23 = 172.27 $$

STEP 6

Multiply $0.426 \times 23$.
\[
0.426 \times 23 = 9.798 $$

STEP 7

Multiply $5.82 \times 2.5$.
\[
5.82 \times 2.5 = 14.55 $$

STEP 8

Multiply $1.026 \times 1000$.
\[
1.026 \times 1000 = 1026 $$

STEP 9

Multiply $0.008 \times 1000$.
\[
0.008 \times 1000 = 8 $$

STEP 10

Multiply $1.832 \times 17.35$.
\[
1.832 \times 17.35 = 31.7922 $$

STEP 11

Multiply $0.057 \times 0.06$.
\[
0.057 \times 0.06 = 0.00342 $$

STEP 12

Multiply $16.92 \times 105.4$.
\[
16.92 \times 105.4 = 1783.368 $$

STEP 13

Calculate the weight of 150 bags, each weighing 75.25 kg.
\[
75.25 \times 150 = 11287.5 \text{ kg} $$

Calculate the length of cloth required to make 8 shirts, each requiring 1.25 m.
\[
1.25 \times 8 = 10 \text{ m} $$ The solutions to the multiplication problems are as follows:
(a) $3.2 \times 6 = 19.2$
(b) $2.85 \times 8 = 22.8$
(c) $7.49 \times 23 = 172.27$
(e) $0.426 \times 23 = 9.798$
(e) $5.82 \times 2.5 = 14.55$
(g) $1.026 \times 1000 = 1026$
(4) $0.008 \times 1000 = 8$
(1) $1.832 \times 17.35 = 31.7922$
(k) $0.057 \times 0.06 = 0.00342$
(h) $16.92 \times 105.4 = 1783.368$
(a) The weight of 150 bags is $11287.5 \text{ kg}$.
(b) The length of cloth required for 8 shirts is $10 \text{ m}$.