To solve for the values of x given the numbers 72 and 36, we first need to understand what is being asked. In this case, it seems we are looking for values of x that relate to these two numbers, possibly in the context of a mathematical operation.
One way to approach this is to recognize that both 72 and 36 can be expressed in terms of their greatest common divisor (GCD). The GCD of 72 and 36 is 36, which means that 36 is a divisor of 72. Therefore, potential values of x could be any multiple of these two numbers or even combinations based on their relationships.
Additionally, if the question pertains to finding a value for x such that it satisfies an equation or a relation involving 72 and 36, we would need that additional context. For instance, if we are looking for x such that x = 72 – 36, then:
x = 72 – 36 = 36
Alternatively, if it’s a more complex equation or relationship involving both numbers, more information would be required to provide the exact values for x.
In summary, without specific instructions, we can suggest that x could be the values of 36 or related multiples thereof; however, the context will determine the significance of these numbers in finding x’s value.