verify distributive property of multiplication over addition for any rational number
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This clearly shows you about the distributive property of multiplication over addition...
Distributive property is available for any three rational numbers...
For example- a/b×(c/d+e/f)
=(a/b×c/d)+(a/b×e/f)
We get the logic from here is:-
●When we have three rational numbers in the form of a/b×(c/d+e/f).
So, we have to multiply the number oit of the bracket with each number in the bracket.
Then, u will get something like this:- (a/b×c/d)+(a/b×e/f).
HOPE IT HELPS.....☺☺☺
Distributive property is available for any three rational numbers...
For example- a/b×(c/d+e/f)
=(a/b×c/d)+(a/b×e/f)
We get the logic from here is:-
●When we have three rational numbers in the form of a/b×(c/d+e/f).
So, we have to multiply the number oit of the bracket with each number in the bracket.
Then, u will get something like this:- (a/b×c/d)+(a/b×e/f).
HOPE IT HELPS.....☺☺☺
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Step-by-step explanation:
if a/b,c/d and e/f are three rational number then arrenge them in such a maaner that they show the distrebutive property of multiplication
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