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In the proportion where X is to 8 as 5 is to 9, you can set it up as a fraction: ( \frac{X}{8} = \frac{5}{9} ). To find X, you can cross-multiply, resulting in ( 9X = 40 ). Solving for X gives ( X = \frac{40}{9} ) or approximately 4.44.

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What is the solution to the proportion 8 over x 5 over 10 what is x-?

The solution to the proportion 8 over x 5 over 10 is that x is 16.


What is the solution to the proportion 8 over x 5 over 10 what is x?

The solution to the proportion 8 over x and 5 over 10 can be solved and x = 16.


What is the solution to the proportion 8 over x 5 over 10?

The solution to the proportion 8 over x 5 over 10 can be said to lead to x being equal to 16.


What is the value of x 8 - x plus 9 when x 5?

If you mean: x+8-x+9 when x = 5 Then it is: 5+8-5+9 = 17


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5/9=x/27 135=9x 15=x


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9/8 x 5/8 = 0.703125 9/8 x 5/8 = 45/64


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((9 - 5) x 8) - 8


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9 x 8! = 9 x 8 x 7 x 6 x 5 x 4 x 3 x 2 x 1So, 9 x 8! = 9! = 362,800


What is the answer to the following system x plus 2y equals -5 and 2x plus 3x equals -9?

x + 2y = -5 2x + 3x = -9 5x = -9 x + 2y = -5 x = -2y - 5 5(-2y - 5) = -9 -10y - 25 = -9 -10y = 16 y = -5/8 x = -2y - 5 x = -2(-5/8) - 5 x = -5/4 - 5 x = -25/4 (-25/4, -5/8)


What is the ratio that would form a proportion using 4 over 5?

To form a proportion using the ratio 4 over 5, you can set it equal to another ratio, such as ( \frac{4}{5} = \frac{x}{y} ), where ( x ) and ( y ) are any numbers that maintain the same relationship. For example, if you choose ( x = 8 ), then ( y ) would be calculated as ( \frac{5 \times 8}{4} = 10 ), resulting in the proportion ( \frac{4}{5} = \frac{8}{10} ).


In order to make a porportions with two ratios what must be true about the ratios?

If there is a proportion a/b = c/d, then ad = bc. Examples: 3/4 =? 5/6 3 x 6 =? 4 x 5 18 = 20 False (this is not a proportion) 16/6 =? 8/3 16 x 3 =? 6 x 8 48 = 48 True (this is a proportion)