Podcast
Questions and Answers
What is the result of multiplying $3.25$ by $1.5$?
What is the result of multiplying $3.25$ by $1.5$?
- $4.75$
- $4.625$
- $4.875$ (correct)
- $4.50$
If $0.8$ is multiplied by $2.25$, what is the resulting product?
If $0.8$ is multiplied by $2.25$, what is the resulting product?
- $1.800$
- $1.900$
- $1.850$ (correct)
- $1.750$
When $5.75$ is multiplied by $1.2$, what is the correct product?
When $5.75$ is multiplied by $1.2$, what is the correct product?
- $6.80$ (correct)
- $6.70$
- $6.90$
- $6.60$
Which problem involves multiplication without addition or subtraction?
Which problem involves multiplication without addition or subtraction?
Which problem involves multiplication with addition and subtraction?
Which problem involves multiplication with addition and subtraction?
Which problem involves multiplication of decimals and whole numbers including money?
Which problem involves multiplication of decimals and whole numbers including money?
Which problem involves multiplication with addition and subtraction?
Which problem involves multiplication with addition and subtraction?
When $7.35$ is multiplied by $0.8$, what is the correct product?
When $7.35$ is multiplied by $0.8$, what is the correct product?
What is the result of multiplying $2.6$ by $3.75$?
What is the result of multiplying $2.6$ by $3.75$?
Study Notes
Multiplication of Decimals
- Multiplying $3.25$ by $1.5$ results in a product.
- The product of $0.8$ and $2.25$ is the result of their multiplication.
- Multiplying $5.75$ by $1.2$ gives the correct product.
- Multiplication of decimals can be done without addition or subtraction.
- Multiplication of decimals can also involve addition and subtraction.
- Multiplication of decimals can involve whole numbers including money.
- The product of $7.35$ and $0.8$ is the correct result.
- The result of multiplying $2.6$ by $3.75$ is a product.
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Description
Test your knowledge of multiplying decimals with factors up to 2 decimal places. Practice finding the products of various decimal multiplication problems.
