Outrageously Funny Word Dictionary :: Suffice

👉 Suffice it to say, "sustaining" or "surpassing" is a verb that describes achieving something beyond what has been achieved before. This typically happens when an individual or group achieves a higher standard of performance or quality compared to previous achievements or standards set by others. In everyday language, surpassing might mean accomplishing a new record, breaking a previous benchmark, making significant progress towards a goal, or exceeding expectations in a particular task. For example: 1. "He

surpassing

👉 In mathematics, a sufficient condition is a condition that must be met for a certain event to occur. It's like having a piece of paper and knowing that you need it to do your homework. If you don't have the paper, you won't be able to complete your assignment. This is similar to saying if you have a box of crayons and know that you need at least one more crayon for your project, then you can start with the first crayon in the box.

suffices

👉 Sufficers are a type of machine that is used to extract steam from a boiler. They work by compressing the steam and then using it to drive a turbine, which generates electricity. The efficiency of a sufficer can be improved by adjusting the amount of steam that is compressed and by controlling the flow rate of steam through the system.

sufficers

👉 Sufficer is a fictional character from the popular animated television series "Family Guy," created by Seth MacFarlane. The character was introduced in the second season and has since become one of the most recognizable and beloved characters on the show. Sufficer is a small, friendly dog who appears as a sidekick to the main characters, Peter Griffin (voiced by Scott Glenn) and Lois Griffin (voiced by Mary Elizabeth Winstead). He is often seen helping out his friends in need

sufficer

👉 Sufficient is a term in mathematics and logic that refers to a condition that must be met before a statement or proposition can be proven true. In mathematical terms, it means that there exists an element, or variable, that satisfies all the conditions specified for the proposition being considered. For example, if we are trying to prove that a certain number is divisible by 5, we would need to find an integer x such that: 1. \(5 \times x = n\) where \(n\)

sufficed

👉 Sufficient, meaning that something is necessary or sufficient for another thing to happen.

sufficeable

👉 Sufficient

suffice