Hello. You did not present the graph to which the question refers, which makes it difficult to elaborate an answer accurately. However, I will try to help you in the best possible way.
One of the main characteristics of a digital leader is a data-driven approach and not analysis, so to effectively lead my team, I would show the need to work with proven data on digital citizenship reinforcing the idea of looking for statistical data and with good bases for our work. I would also develop a coherent action for each member of the team, exploring what each has the best to contribute to the execution of the work. In addition, I would urge my team to focus on the result of the work, doing all the activities in order to promote a well done and valued infographic. Finally, I would define what the team's aspiration would be, the objective of the work as a whole, to guide all of our activities.
Answer:
Have you already found the answer?
FALSE. It's inappropriate because this is meant to be an invitation to something moderately important and he used a lot of slang in section 4. Slang shouldn't be used in writing unless it is used to quote someone. Hope that helped!
Answer:
The tense in the sentence is:
b. past
Explanation:
More specifically, it is the Simple Past tense. This tense is used to talk about actions that took place at a specific time in the past. This action started and finished in the past, not continuing until the present. In the sentence we are analyzing here, the verb is "built", which is the past form of "build". "Build" is an irregular verb, which means its past and past participle forms do not follow the general rule. Regular verbs, on the other hand, receive -d, -ed, or -ied to form the past - for example: dance --> danced.
At first glance, a function looks just like a relation. Like a relation, a function has a domain and range made up of the x and y values of ordered pairs. A test known as vertical line test is used to know if the relation is a function, since the given data has different y values then it can already form a relation function without omitting a single point.
