Answer:
Answer: 78 and 82.
Step-by-step explanation:
We have been given that the average test score of the class was an 80 and the standard deviation was 2. We are asked to find two values between which 68% of class will score.
We know that in a normal distribution approximately 68% of the data falls within one standard deviation of the mean.
So 68% scores will lie within one standard deviation below and above mean that is
Upon substituting our given values, we will get
Therefore, about 68% of the class would score between 78 and 81 and option B is the correct choice.
Step-by-step explanation: Hope this helps :D
Answer:
1) The Mass of Nitrogen in
is<u> 14.00 gm.</u>
2) The Mass of Hydrogen in
is<u> 3.00 gm.</u>
3<u>)</u>The Molar Mass of
is <u>17.00 gm.</u>
Step-by-step explanation:
Solving for Part 1.
In
that is Ammonia there is 1 atom of Nitrogen.
So the atomic mass of Nitrogen is same as the mass of Nitrogen in
.
Atomic mass of Nitrogen = 14.00 gm
Hence The Mass of Nitrogen in
is<u> 14.00 gm.</u>
<u />
Solving for Part 2.
In
there are 3 atoms of Hydrogen.
Atomic mass of Hydrogen = 1.00 gm
So the mass of Hydrogen in
is 3 times of its atomic mass.
Mass of Hydrogen = 3 × Atomic mass of Hydrogen

Hence The Mass of Hydrogen in
is<u> 3.00 gm.</u>
<u />
Solving for Part 3.
In
there is 1 atom Nitrogen and 3 atoms of Hydrogen.
So molar mass is the sum of mass of nitrogen and mass of Hydrogen in
.
Molar mass of
=Mass of Nitrogen+Mass of Hydrogen

Hence The Molar Mass of
is <u>17.00 gm.</u>
Answer:
x could be anything. you have to have a equation to solve for x.
Step-by-step explanation:
Answer:

Explanation:
This is a typical problem to solve with a system of two linear equations.
<u>1. Name the variables</u>:
<u>2. First equation</u>:
- Lattes for $4 ⇒ sale from L lattes = 4L
- Cappuccinos for $3. ⇒ sale fro C cappuccinos = 3C
- Last Friday, the sales totaled $252 ⇒ 4L + 3C = 252
First equation: 4L + 3C = 252
<u>3. Second equation</u>:
- The number of lattes sold was 6 more than 4 times the number of cappuccinos ⇒L = 6 + 4C
Second equation: L = 6 + 4C
<u>4. Solve the system:</u>
Substitute L on the first equation with 6 + 4C
Solve:
- Distributive property: 24 + 16C + 3C= 252
- Add like terms: 24 + 19C = 252
- Subtraction property of equalities: 19C = 252 - 24
- Do the operation: 19C = 228
- Division property of equalities: C = 228 / 19
Subsitute C = 12 in L = 6 + 4C
- L = 6 + 4(12) = 6+ 48 = 54
<u>Answer: 54 lattes were sold</u>
Answer:
c00chie man
Step-by-step explanation: