3845 x 5 x782+ 769 x25 x218 in distributive
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3845 x 5 x782+ 769 x25 x218 in distributive
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Answer:
Given: The term 3845 x 5 x 782 + 769 x 25 x 218
To find: Solve by distributive property.
Solution:
Now the term given is (3845 x 5 x 782) + (769 x 25 x 218).
The distributive property is: The distributive property lets you multiply a sum by multiplying each addend separately and then add the products.
The formula is:
a x (b + c) = axb + axc
So applying it, we get:
(3845 x 5 x 782) + (769 x 25 x 218)
(3845 x 5 x 782) + (769 x 5 x 5 x 218)
(3845 x 5 x 782) + (3845 x 5 x 218)
Taking 3845 x 5 common from both the terms, we get:
3845 x 5 x (782 + 218)
3845 x 5 x 1000
19225000
Answer:
So the value of (3845 x 5 x 782) + (769 x 25 x 218) is 19225000
Step-by-step explanation:
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