You have to use L'Hospital Rule. So you take the derivative of the top then you take the derivative of the bottom.
1/2 × (lim x→0 (sec²x/1))
Substitute in the x-value
1/2 × (lim x→0 (sec²(0)/1))
(lim x→0 (sec²(0)/1) = 1
1/2 × 1
1/2
Answer:
See Explanation
Explanation:
The options are not properly presented; hence, they can't be used to answer this question
First, we need to analyze the conditions:
- score > 100 implies bonus = 2 * score
- score between 50 and 100 implies bonus = score
- score < 50 implies bonus = 0
Writing the above as programming instructions, we have:
if(score > 100){//This represents the first condition
bonus = 2 * score;
}
else if(score >=50 && score<=100){//This represents the second
bonus = score;
}
else{//This represents the last condition
bonus = 0;
}
<em>Note that, we assume that all variables have been declared</em>
<em>The comments (//) were used for explanation purpose</em>
The pilgrims came over on it so, it's important because it brought people over.
