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I don't. I learned the 18 times table at school - around 50 years ago - and still recall it.

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10y ago

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How do you use distributive property to multiply mentally 45 times 280?

(40+200)+(5+80)


How do you find the gcf of 24 and 36 using distributive property?

Some people use the distributive property to add 24 and 36, but you wouldn't use it to find the GCF which, by the way, is 12.


How do i use Distributive property to find the product of 9 times 504?

To use the distributive property to find the product of 9 times 504, you can break down 504 into smaller, more manageable parts. For example, you can express 504 as 500 + 4. Then, apply the distributive property: (9 \times 504 = 9 \times (500 + 4) = (9 \times 500) + (9 \times 4)). Calculate each part: (9 \times 500 = 4500) and (9 \times 4 = 36), so the total is (4500 + 36 = 4536).


How do you use distributive property for 9(11-3)?

distributive property for (11-3)=


Could you use 1 in distributive property?

no because distributive property is for multiple digit numbers.


Why do we have to do the Distributive property rather than using order of operations?

None whatsoever. You might find the distributive property useful when trying to calculate 39*74. Of course, if you are familiar with the 39 times table or the 74 times table, the distributive property is a complete waste of time! But somehow I doubt that level of arithmetic competence.


How do you use the distributive property to divide 72 divided by 4?

72.divided 4 in distributive property


How do you use the distributive property for 2 numbers?

You don't. The distributive property involves at least three numbers.


What is the distributive property of 188 divided by 4?

47


How do you use the distributive property to multiply 8 times 3 and a half?

8*3.5 = 8*(3 + 0.5) which, applying the distributive property, = 8*3 + 8*0.5 = 24 + 4 = 28


How do you use the distributive property to solve 10 times 147?

To use the distributive property to solve (10 \times 147), you can break down 147 into two simpler components, such as (100 + 40 + 7). Then, apply the distributive property: [ 10 \times 147 = 10 \times (100 + 40 + 7) = (10 \times 100) + (10 \times 40) + (10 \times 7). ] Calculating each term gives (1000 + 400 + 70 = 1470), so (10 \times 147 = 1470).


Use the Distributive Property to find the price of 5 CDs that cost 15.99 each.?

To find the total price of 5 CDs that cost $15.99 each using the Distributive Property, you can express it as ( 5 \times 15.99 = 5 \times (15 + 0.99) ). This can be distributed as ( 5 \times 15 + 5 \times 0.99 ), which equals ( 75 + 4.95 = 79.95 ). Therefore, the total price for 5 CDs is $79.95.