Solve.Megan went shopping for holiday presents for her family. She spent $193 on Monday, $219 on Tuesday, and $378 on Wednesday. What is the total amount of money that she spent on gifts?
A. $780
B. $690
C. $790
D. $880
Answer: C
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Write a pair of parametric equations that will produce the indicated graph.The line segment starting at (6, -3) with t = 0 and ending at (18, -19) with 
A. x = -3t - 4, y = 6t + 3, for 0 ? t ? 4 B. x = -4t - 3, y = 3t + 6, for 0 ? t ? 4 C. x = 6t + 3, y = -3t - 4, for 0 ? t ? 4 D. x = 3t + 6, y = -4t - 3, for 0 ? t ? 4
Find the greatest common factor of the terms.104x2, 52x6
A. 52x2 B. 26x4 C. 78x2 D. 104x2
Prepare a probability distribution for the experiment. Let x represent the random variable, and let P represent the probability.Three coins are tossed, and the number of heads is noted.
A. 
B. 
C. 
D. 
A survey of 100 people showed that 75 like mustard on hotdogs, 50 like pickles on hotdogs, 30 like both. A person is selected at random from the group.(a) What is the probability that person likes both mustard and pickles on their hotdog?(b) What is the probability that person likes mustard or pickles on their hotdog? (c) What is the probability that person likes neither mustard nor pickles on their hotdog?
What will be an ideal response?