What's More A. Directions: Count The Number Of Decimal Places In The Factors…

What’s More
A. Directions: Count the number of decimal places in the factors. Write your answer on
the blank.
1.0.8 x 2.6
2. 0.04 x 0.6
3. 29.5 x 0.265
4. 12.7 x 1.49
5. 80.2 x 1.693
6. 7.1 x 0.006
7.5.07 x 1.5
8. 22.2 x 2.2
9.0.21 x 0.6
10.7.05 x 1.24
paki answer pls pasahan na po namin ngayom​

Answer:

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A. Directions: Count the number of decimal places in the factors. Write your answer on the blank.

Multiplying Decimals Numbers

[tex] \boxed {\underline{\sf \huge Answer}} [/tex]

[tex] \boxed {\sf \Large 1. \: 0.8 × 2.6 = 2.08} [/tex]

[tex] \sf \large {=0.8 × 2.6} [/tex]

• Count the total numbers of decimal places in both factors.
• Count the number of decimal places in the factors
• 1 (decimal place) + 1 (decimal place) = 2 decimal places.
• There’s 2 total decimal places in both numbers.

[tex] \sf \large {=2.08} [/tex]

• Place the decimal places so the answer has 2 decimal places in the product.

[tex] \boxed {\sf \Large 2. \: 0.04 \times 0.6 = 0.024} [/tex]

[tex] \sf \large {=0.04 \times 0.6} [/tex]

• Count the total numbers of decimal places in both factors.
• 2 (decimal places) + 1 (decimal place) = 3 decimal places.
• There’s 3 total decimal places in both numbers.

[tex] \sf \large {=0.024} [/tex]

• Place the decimal places so the answer has 3 decimal places in the product.

[tex] \boxed { \sf \Large3. \:29.5 \times 0.265 = 7.8175} [/tex]

[tex] \sf \large {=29.5 \times 0.265} [/tex]

• Count the total numbers of decimal places in both factors.
• 1 (decimal place) + 3 (decimal places) = 4 decimal places.
• There’s 4 total decimal places in both numbers.

[tex] \sf \large {=7.8175} [/tex]

• Place the decimal places so the answer has 4 decimal places in the product.

[tex] \boxed { \sf \Large4.\: 12.7 \times 1.49 = 18.923} [/tex]

[tex] \sf \large {=12.7 \times 1.49} [/tex]

• Count the total numbers of decimal places in both factors.
• 1 (decimal place) + 2 (decimal places) = 3 decimal places.
• There’s 3 total decimal places in both numbers.

[tex] \sf \large {=18.923} [/tex]

• Place the decimal places so the answer has 3 decimal places in the product.

[tex] \boxed { \sf \Large 5. \:80.2 \times 1.693 = 135.7786} [/tex]

[tex] \sf \large {=80.2 \times 1.693} [/tex]

• Count the total numbers of decimal places in both factors.
• 1 (decimal place) + 3 (decimal places) = 4 decimal places.
• There’s 4 total decimal places in both numbers.

[tex] \sf \large {=135.7786} [/tex]

• Place the decimal places so the answer has 4 decimal places in the factors.

[tex] \boxed { \sf \Large 6. \: 7.1 \times 0.006 = 0.0426} [/tex]

[tex] \sf \large {= 7.1 \times 0.006} [/tex]

• Count the total numbers of decimal places in both factors.
• 1 (decimal place) + 3 (decimal places) = 4 decimal places.
• There’s 4 total decimal places in both numbers.

[tex] \sf \large {=0.0426} [/tex]

• Place the decimal places so the answer has 4 decimal places in the factors.

[tex] \boxed { \sf \Large7. \:5.07 \times 1.5 = 7.605} [/tex]

[tex] \sf \large {=5.07 \times 1.5} [/tex]

• Count the total numbers of decimal places in both factors.
• 2 (decimal places) + 1 (decimal places) = 3 decimal places.
• There’s 3 total decimal places in both numbers.

[tex] \sf \large {=7.605} [/tex]

• Place the decimal places so the answer has 3 decimal places in the product

[tex] \boxed {\sf \Large 8. \: 22.2 \times 2.2 = 48.84} [/tex]

[tex] \sf \large {=22.2 \times 2.2} [/tex]

• Count the total numbers of decimal places in both factors.
• 1 (decimal place) + 1 (decimal place) = 2 decimal places.
• There’s 2 total decimal places in both numbers

[tex] \sf \large {=48.84} [/tex]

• Place the decimal places so the answer has 2 decimal places in the product.

[tex] \boxed {\sf \Large 9. \: 0.21 \times 0.6 = 0.126} [/tex]

[tex] \sf \large {=0.21 \times 0.6} [/tex]

• Count the total numbers of decimal places in both factors.
• 2 (decimal places) + 1 (decimal place) = 3 decimal places.
• There’s 3 total decimal places in both numbers.

[tex] \sf \large {=0.126} [/tex]

• Place the decimal places so the answer has 3 decimal places in product.

[tex] \boxed {\sf \Large 10. \:7.05 × 1.24 = 8.742} [/tex]

[tex] \sf \large {=7.05 \times 1.24} [/tex]

• Count the total numbers of decimal places in both factors.
• 2 (decimal places) + 2 (decimal places) = 4 decimal places.
• There’s 4 total decimal places in both numbers.

[tex] \sf \large {=8.742} [/tex]

• Place the decimal places so the answer has 4 decimal places in product.

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[tex] \boxed{\underline{\sf \Large \# CarryOnLearning}} [/tex]

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