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Well, isn't that just a happy little math question! The multiplicative inverse of 4 over 9 is simply 9 over 4. You see, when you multiply these two fractions together, they equal 1, which is a beautiful balance in the world of numbers. Just remember, in math and in life, there's always an inverse waiting to bring harmony and balance.

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Q: What is the multiplicative inverse of 4 over 9?
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Related questions

What is the multiplicative inverse of negative 9?

-9; the multiplicative inverse: -1/9


What is the multiplicative inverse of 10/9?

1.1111


What is the multiplicative inverse of negative four ninths?

-9/4


Find the multiplicative inverse or reciprocal of 5 over 9?

9/5


What is the multiplicative inverse of 9?

1/9


What is a multiplicative inverses?

The multiplicative inverse for the number x is the number 1/x, such that their product is 1. The name for a multiplicative inverse is the reciprocal (opposite).The multiplicative inverse of a fraction is found by making the numerator the denominator and the denomination the numerator, such that the reciprocal of 3/4 would be 4/3. You are simply "flipping the fraction over."Dividing by a fraction is the same as multiplying by its inverse, or reciprocal.Example: 6 divided by 2/3 = 6 times 3/2 = 18/2 = 9so that are 9 two-thirds sections in 6 wholes.


What is the multiplicative inverse of negative one ninths?

negative 9.


What is the integer opposite of -9?

Ah, the opposite of -9 is simply 9. Just like how a happy little cloud balances a peaceful mountain in a painting, the opposite of a negative number is its positive counterpart. Embrace the beauty of numbers dancing together in harmony on the canvas of mathematics.


What is the multiplicative inverse of 9 in mod26?

3, since 3*9 = 27 = 1 (mod 26)


What is the multiplicative inverse of -7 plus 9?

The Answer:The multiplicative inverse is the reciprocal of the said number, and (-7)-1 = -1/7. Now, adding 9 to -1/7 is basically doing this: (-1/7 + 9) commutes to = (9 - 1/7) = 8 6/7 or 62/7.


What is the multiplicative inverse of 3-i?

The multiplicative inverse of a complex number is found by taking the complex conjugate of the number and dividing by the square of its magnitude. For the complex number 3-i, the complex conjugate is 3+i. The magnitude of 3-i is sqrt(3^2 + (-1)^2) = sqrt(9 + 1) = sqrt(10). Therefore, the multiplicative inverse of 3-i is (3+i) / 10.


One of two numbers whose product is one is called?

Let A and B be any two numbers such that AB=1. An example would be 1 and 1/9.We say that A is the multiplicative inverse of B. Similarly we say that B is the multiplicative inverse of A.