Solve the proportion
x / 12 = 91 /84
x*84=12*91
x*84=1092
x=1092/84
x=13
Well, well, well! We've got ourselves a proportion problem, huh? Let's get down to business.
We have x divided by 12 equals 91 divided by 84. To solve this, we can cross-multiply:
(x)(84) = (12)(91)
84x = 1092
And now, the grand finale! We divide both sides by 84 to get the value of x:
x = 1092 / 84
And after a brief calculation, we find that x equals approximately 13.
So there you have it! The solution to this proportion problem has been unmasked. Ta-da!
To solve the proportion, we can cross-multiply.
Cross-multiplying means multiplying the numerator on the left side by the denominator on the right side, and vice versa.
So, we have:
(x)(84) = (12)(91)
Now, we can multiply the numbers:
84x = 1092
To isolate x, we need to get rid of the coefficient of 84. We can do this by dividing both sides of the equation by 84:
84x / 84 = 1092 / 84
Simplifying:
x = 13
Therefore, the solution to the proportion is x = 13.
To solve the proportion x / 12 = 91 / 84, we can cross-multiply.
First, multiply 12 by 91 to get 1092:
12 * 91 = 1092
Next, multiply x by 84 to get 84x:
84 * x = 84x
Now, set up an equation and solve for x by equating the two values:
84x = 1092
To isolate x, divide both sides of the equation by 84:
x = 1092 / 84
Now, divide 1092 by 84 to find the value of x:
x = 13
So, the solution to the proportion x / 12 = 91 / 84 is x = 13.