Resulting is the adjective that qualifies what results. It should be noted that the verb result, for its part, refers to demonstrate, verify or have a result.
For example: “After the merger of both companies, the resulting service is really terrible” , “25% unemployment is the figure resulting from the policies applied by this government” , “If you mix these substances, the resulting effect can be very dangerous ” .
Take the fictional case of two animal protection associations that decide to merge: Let's Fight for Animals and Happy Animals. The organization resulting from this decision is a new entity, which they decide to name Fight for Happy Animals.
The resulting price, on the other hand, is the value that is finally paid for a product after different discounts or surcharges. Let's suppose that a person takes advantage of a credit card promotion and pays 200 pesos for a pair of pants knowing that, days later, they will return 10% of what they paid. Thus, once you receive the refund, the resulting price of the pants is 180 pesos (the original 200 pesos minus 10%).
In times of this is where most work with resulting prices, since buyers go to stores being aware that they will be able to take home different garments at a much cheaper value than they had before, since they have experienced discounts. These discounts will be duly indicated on the label so that they can calculate what the final price of the item in question is.
In the field of mathematics, the resulting term that we are dealing with is also used. Specifically, it is used to refer to the product of the differences of the roots of two monic polynomials on a field.
However, it should not be overlooked either that the resulting results are also commonly used within what is algebraic geometry. Specifically, in this case they take center stage when it comes to being able to undertake what is the calculation of intersections.
In the field of physics, the geometric sum of different vectors is known as the resultant. Forces (actions that, when applied to a body, change its velocity through acceleration) can be considered vectors or vector magnitudes. In this way, when these vectors are added, we obtain what is known as the resultant force (which is equal to the sum of all the forces that act).
Likewise, it is also important to bear in mind that, sometimes, when referring to the resulting force it is always associated with what is called the balancing force. This is identified by being a force that has both the same direction and the same module as the previous one, but its sense is the opposite. Hence, it is considered that it comes to exercise as a balance of the system.
An interesting fact about both types of force is that it is established within physics that adding, in a vector way, what the two are, resultant and balancing, the figure of zero is obtained.