(3x)²(5y)=
This is beyond me and how can this be applied in a life situation?
This is beyond me and how can this be applied in a life situation?
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as stated: (3x)² (5y) = (9x²)(5y) = 45x²y
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if the exponent were on the inside of the parentheses with the 3x:
(3x²) (5y) = (3x²)(5y) = 15x²y
the parentheses decide the scope of the exponent applied.
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if the exponent were on the inside of the parentheses with the 3x:
(3x²) (5y) = (3x²)(5y) = 15x²y
the parentheses decide the scope of the exponent applied.
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When exponents are outside the parenthesis, you must distribute the exponent to the monomial term's factors. In this case, these factors are 3 and x. 3 and x both have an exponent of 1, so
(3^1(2))(x^1(2))(5y) =
(3^2)(x^2)(5y) =
(9x^2)(5y) =
45yx^2
Oh, and from here on out, it's kind of not entirely used in everyday life. But the application deals with exponentially growing bacteria and other stuff like that.
(3^1(2))(x^1(2))(5y) =
(3^2)(x^2)(5y) =
(9x^2)(5y) =
45yx^2
Oh, and from here on out, it's kind of not entirely used in everyday life. But the application deals with exponentially growing bacteria and other stuff like that.
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Forget the life situation -----just do the question.
(3x)² (5y) = (9x²)(5y) = 45x²y
Believe me , all over the world , Algebra is used in real life situations.
(3x)² (5y) = (9x²)(5y) = 45x²y
Believe me , all over the world , Algebra is used in real life situations.