Which of the following are the factors of q3 – q2 + 2q – 2?
Answers
q^3-q²+2q-2=q²(q-1)+2(q-1)=(q-1)(q²+2)
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Two positive numbers have a difference of 4 and a product of 96. What are the numbers
(3x-2y)2=how do you solve this?
Weinstein, McDermott, and Roediger (2010) con- ducted an experiment to evaluate the effectiveness of different study strategies. One part of the study asked students to prepare for a test by reading a passage. In one condition, students generated and answered questions after reading the passage. In a se tion, students simply read the passage a second time. All students were then given a test on the passage material and the researchers recorded the number of correct answers. a. Identify the dependent variable for this study. b. Is the dependent variable discrete or continuous? c. What scale of measurement (nominal, ordinal, interval, or ratio) is used to measure the dependent variable? or h ctudy reports that alcohol consumption is ta university why or why not. pidor inexperiment?
(1) 0.18 (3) 150
(2) 5.56 (4) 200
Answers
Answer:
Option (4) 200 hours.
Step-by-step explanation:
Time taken by a snail in travelling 15 miles = 500 hours
Therefore, time taken by the snail in travelling 1 mile =
Time taken by the snail to travel 6 miles =
= 199.98 ≈ 200 hours
It will take the snail 200 hours to travel 6 miles.
If you do:
15/500=0.03 m/h you find the miles travelled in 1 hour;
now you have 6 miles so you need to do:
6/0.03=200 hours
Whoever answers this question will be the brainliest!!!!
Answers
Answer: Choice D (lower right corner)
A transition or translation is where we shift a figure sliding it up, down, left or right. The upper "7" shaped figure slides down to get the other "7", or the bottom figure is slid up to match the top figure.
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Answers
The recursive function which represents the number of stamps he has on any day in the future is F(n) = 80 + 2ⁿ.
Given that:
Number of stamps that Nathan has in the beginning = 80
He adds 1 stamp to it today.
Each day he plans to add twice the number of stamps as the previous day.
So, the number of stamps will be in the order:
80 + 1, 80 + 2(1), 80 + 2(2(1)), 80 + 2(2(2(1))), ...
That is each day, the added stamps become twice.
On the first day, he added 1, on the second day, he added 2, on the third day, he added 4, ...
So, the recursive function can be written as:
F(n) = 80 + 2ⁿ, where n starts from 0.
Learn more about Recursive Functions here :
#SPJ2
We start with 80 and we add 1 on the first day, 2 on the 2nd, 4 on the 3rd, etc.. Looking at the numbers being added 1 = 202 = 214 = 228 = 2316 = 24...We start with 80 and we add 2n to it where n represents the number of days into the iterationwith n starting at 0 The function that shows how many stamps we have on any given day is DS = 80 + ∑ 2n Where D is the number of days we are into the iteration n=0NOTE: This starts at day 0 which would be S = 80 + 20 = 80 + 1 = 81 stamps Example: To find how many stamps we have on D = 4 we would haveS = 80+20+21+22+23+24 = 80+1+2+4+ 8+16 = 111 stamps
Give Your Answer In The Simplest Form.
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B : milk
C : Potatoes
D : Lettuce