Which number would replace X to make these fractions equivalent? 5/12 = X/36
(1 point)
X =
To solve for X, we can set up a proportion. Write the given proportion:
5/12 = X/36
To solve for X, we can cross multiply:
12 * X = 5 * 36
12X = 180
We can now solve for X by dividing both sides of the equation by 12:
X = 180/12
X = 15
Therefore, X = 15.
To find the value of X that would make the fractions equivalent, you can set up a proportion between the numerators and denominators.
The proportion equation is:
5/12 = X/36
To solve for X, you can use cross multiplication.
Cross-multiplying means multiplying the numerator of one fraction with the denominator of the other fraction.
(5)(36) = (12)(X)
180 = 12X
To isolate X, you can divide both sides of the equation by 12.
180/12 = X
15 = X
Therefore, X = 15 would replace X to make the fractions equivalent.
To find the value of X that would make the fractions equivalent, you can set up a proportion. Since 5/12 is equal to X/36, you can cross-multiply:
12 * X = 5 * 36
Now, solve for X:
12X = 180
Dividing both sides by 12 gives:
X = 15
So, the number that replaces X to make the fractions equivalent is 15.