To determine whether Keisha will be able to finish reading the book in 10 days, establish first the point-slope form of the scenario.
If we let y be the number of pages in a book and x be the number of days the slope-intercept form is as follows:
y = 25x
To determine the value of x if y is equal to 325,
325 = (25)(x)
x = 325/25
x = 13
Since the value of x is greater than 10 then, Keisha will not be able to finish reading the book.
B. g(x) is translated 2 units left. it's inside so it's a horizontal translation, and it's +2 which means it's translated left
Answer:
Option c. The distributions of weight loss of the two treatments are approximately normally distributed.
Step-by-step explanation:
To increase the confidence level, the results must be able to satisfy the following conditions:
- The sample size is increased. This reduces the margin of the error in the sampling experiment.
- Reduction of the variability. This means that the less the data varies, the more precise the data is.
- Using the one-sided confidence level
- Lowering the confidence level.
All these characteristics can only be satisfied by the normal distribution curve.
4 & 6 cause one of both of them got eaten
Option B is not a solution.
5y=3x+15
5(12)=3(-15)+15
60=-45+15
60≠-30
Hope I didn't mess up for your sake!
