Answer:
$8,050 1
$5,400 2
$2,650 3
Step-by-step explanation:
Answer:bbb
Step-by-step explanation:
Justify.
(I know it's true but could someone help because im stuck on how i should word it)
A.
3 × (20 – 15)
B.
20 × (15 + 3)
C.
3 × (20 + 15)
D.
20 × (15 – 3)
Answer:
C. 3 × (20 + 15)
Step-by-step explanation:
If Ben practices this way every day, then the amount of time should be the same.
20 minutes of song practice, 15 minutes of scale practice.
20+15=35
multiply the 35 minutes per day by three
35 times 3 equals 105
So the answer is C.
3 × (20 + 15)
3(35)=105
Answer:
C. 3 x (20 + 15)
Step-by-step explanation:
You have to add 20 + 15 to get 45 so the 20 + 15 goes in the (). It says how much time he has practiced in 3 days so you have to multiply the things in the () by 3 so the 3 goes out side the ().
Answer:
Choice D
Step-by-step explanation:
probability of B given A
given you win the first race, you win the second race
Answer: The correct option is
(D) The probability that you win the second race given that you win the first race.
Step-by-step explanation: We are given the following two events :
A : You win the first race
B : You win the second race.
We are given to select the statement that represents P(B\A).
We know that
for any two events R and Q, the probability P(Q\R) represents the probability of happening of event Q given that the event R has already happened.
Therefore, for the given two events A and B,
the probability P(B\A) represents the probability that you win the second race given that you win the first race.
Thus, (D) is the correct option.
Answer: The required fraction of the book that Omarion trad over the weekend is
Step-by-step explanation: Given that Omarion has of pages in a book remaining to read for school and he reads of the remaining pages over the weekend.
We are to find the fraction of the book that Omarion trad over the weekend.
The fraction of the book trad over the weekend
= the fraction of the pages read over the weekend multiplied by the fraction of the book that is remaining to be read.
Therefore, the fraction of the book that Omarion trad over the weekend is given by
Thus, the required fraction of the book that Omarion trad over the weekend is