Answer:
Company revealed that, One half of employees will get bonus, if the production of cookies increased by 15 %.
And , other half of employees will not get the bonus.
And,
The group who didn't get the bonus, their production increased by mean of 20.
And, the production in the bonus group increased by mean of 10 only.
To check whether results are significant or not,we will follow the following steps
1. C. Randomly separate the employees' individual results into two groups.
2. D.Calculate the mean of each group.
3. B. Calculate the difference of the means
4. E. Run the experiment many times.
5. A .Calculate the probability of a difference of 10
Answer:
This would be .0051 as an ordinary number.
Step-by-step explanation:
In order to turn this into a normal number, simply move the decimal place the same amount of times as the exponent.
So this would result in .0051
Name the postulate or theorem you can use to prove the triangles congruent.
A. SSS Postulate
B. SAS Postulate
C. ASA Postulate
D. AAS Theorem
Answer: D. AAS Theorem
Step-by-step explanation:
Given: ∠D ≅∠T, ∠E ≅ ∠U, EO ≅ UX
Then in Δ DOE and Δ TXU
∠D ≅∠T, [Angle]
∠E ≅ ∠U, [Angle]
EO ≅ UX [Side]
From the figure we can see they are two pair of corresponding congruent angles and one non included sides.
Thus by AAS theorem
Δ DOE ≅ Δ TXU
18
i am doing it on edg 2020 now
The number in question is found using simple algebra to setup and solve the equation given in the problem. The solution is n = 18.
The question is about finding a number (n), such that three times the number (n) is 36 less than five times the number (n). This can be solved using simple algebra.
Firstly, we setup the algebraic equation according to the problem:
3n = 5n - 36
To solve the equation, you subtract 3n from both sides to bring all n on one side:
5n - 3n = 36
Which simplifies to:
2n = 36
Now you solve for n by dividing both sides by 2:
n = 36 / 2
The result is n = 18. So, the number in question is 18.
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