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by getting a calculator press c or whatever turns it on press 7 then X then 7 then X the 7 then press =

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Q: How could you use multiplication to find 7 7 7?
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Related questions

How could you use multiplication to find 7 plus 7 plus 7?

7*3= 21


How could you use multiplication to fimd 7 plus 7 plus 7?

7 times 3


If you know that 7 times 8 equals 56how can you use communicative property of multiplication to find the product of 8 times 7?

You could use it because it shows that its just 7 times 8 flipped!


What is a multiplication facts can you double to find 4×7?

What is a multiplication fact that can you double to find 4×7


What related multiplication fact can you use to find 56 divided by 8?

7


How can you use multiplication facts 1 and 2 to find 3 x 7?

The "multiplication facts" may be numbered differently in different textbooks, so it is really hard to guess what multiplication facts you are talking about. Better use the standard names, for example, "commutative property", "associative property", etc. For a multiplication such as 3 x 7, you either memorize the tables, your you do the repeated addition (3 x 7 = 7 + 7 + 7, that is, 7 appears 3 times as an addend.)


How can you use multiplication facts about 1 and 2 to find 3x7?

1 x 7 plus 2 x 7 is the same as 3 x 7


How can you use multiplication to find7 plus 7 plus 7?

You have mentioned '7' three times in the question.This is a tip-off that you could multiply 7 "times" 3 and get 21.


Use repeated multiplication to show exponent of 77?

7×7× 7×7×7×7×7


Find the product of 273 and 7?

Product = Multiplication 273 X 7 = 1911


How can you use multiplication to check a quotient?

For example: 28 divided by 4 You think the answer is 7. Use multiplication to check. Use the quotient (7) and multiply with the divisor (4 the one outside of the house. 7 x 4 = 28. The quotient 7 is correct.


Why wouldn't you use division to find an equivalent fraction for 715?

If 7/15 is the simplest form, equivalent fractions will be greater. To make things greater, use multiplication.