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vesna_86 [32]
1 year ago
5

Nitrogen and hydrogen combine at a high temperature, in the presence of acatalyst, to produce ammonia.N_(8) + 3 H28) — 2NH, (8)T

here are four molecules of nitrogen and nine molecules of hydrogenpresent in the diagramWhen the reaction is complete, how many molecules of NH, are produced?molecules of NH,What is the limiting reactant?nitrogenhydrogenHow many molecules of each reactant are remain after the reaction is complete?molecules of H:molecules of N:

Chemistry
1 answer:
Whitepunk [10]1 year ago
7 0

The reaction is:

N_2+3H_2\rightarrow2NH_3

So for every molecule of nitrogen we need 3 molecules of hydrogen.

Now, we have 4 molecules of nitrgen, so if the total amount of nitrogen react we would need 4x3=12 molecules of hydrogen.

We know that there are only 9 molecules of hydrogen present, so it is not possible that all the nitrogen present react. Therefore the limiting reactant is hydrogen.

To answer how many molecules of ammonia (NH3) are produced we need to calculate the amount formed if all the hydrogen present reacts:

For every 3 molecules of hydrogen 2 molecules of ammonia are formed, so for 9 molecules of hydrogen the molecules of ammonia formed are: 2x3=6.

To form 6 molecules of ammonia there are needed 6/2=3 molecules of nitrogen, so only one remains after the reaction.

To summerize:

• The number of molecules of ammonia formed are 6

,

• The limiting reactant is hydrogen

,

• The number of molecules remaining after the reaction are:

molecules of hydrogen: 0

molecules of nytrogen: 1

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Explanation:

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How are valance electrons related to nuclear reactions?
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Explanation:

Valence electrons are not related in anyways to nuclear reactions.

They do not take part in nuclear reactions. Only some inner orbital electrons have the tendency of taking part in nuclear reactions.

The valence electrons are the outermost electrons in an atom.

Nuclear reactions takes place in the nucleus of an atom.

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We can conclude that valence electrons have no relevance in nuclear reactions

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6 0
3 years ago
Give the formula of the conjugate base of each of the following. (Type your answer using the format CO2 for CO2, (NH4)2CO3 for (
MissTica

Answer:

a) [NH2]-,

b) [O]2-

c) [Cl]-

Explanation:

The conjugate base is the base member (X⁻) of a weak acid (HX). In other words, the conjugate base is the remaining substance due to the proton loss in the acid HX.

a) For NH₃, (HX; X: NH₂⁻), conjugate base is NH₂⁻. In the format, <em>[NH2]-</em>.

b) For OH⁻, (HX; X: O²⁻), conjugate base is O²⁻. In the format,<em> [O]2-</em>.

c) For HCl, (HX; X: Cl⁻), conjugate base is Cl⁻. In the format, <em>[Cl]-</em>.

7 0
3 years ago
The half-life of bismuth-210, 210bi, is 5 days. (a) if a sample has a mass of 184 mg, find the amount remaining after 15 days.
ASHA 777 [7]

Answer:- 23.0 mg

Solution:- Radioactive decay obeys first order kinetics and the first order kinetics equation is:

lnN=-kt+lnN_0

where, N_0 is the initial amount of radioactive substance and N is it's amount after time t. k is the decay constant.

From given information, Original amount, N_0 of the radioactive substance is 184 mg and we are asked to calculate the amount N after 15 days. It means, t = 15 days

Half life is given as 5 days. From the half life, we could calculate the decay constant k using the equation:

k=\frac{0.693}{t_1_/_2}

where, t_1_/_2 is the symbol for half life. let's plug in the value of half like to calculate k:

k=\frac{0.693}{5days}

k=0.1386day^-^1

Let's plug in the values in the first order kinetics equation and solve it for N:

lnN=-0.1386day^-^1(15days)+ln184mg

lnN=-2.079+5.215

lnN = 3.136

N=e^3^.^1^3^6

N = 23.0 mg

So, 23.0 mg of Bi-210 would be remaining after 15 days.

3 0
4 years ago
The "break-even" interest rate for year n that equates the return on an n-period zero-coupon bond to that of an n - 1 - period z
kozerog [31]

The "break-even" interest rate for year n that equates the return on an n-period zero-coupon bond to that of an n - 1 - period zero-coupon bond rolled over into a one-year bond in year n is defined as the forward rate.

A forward rate is a specified price agreed by all parties involved for the delivery of a good at a specific date in the future. The use of forward rates can be speculative if a buyer believes the future price of a good will be greater than the current forward rate. Alternatively, sellers use forward rates to mitigate the risk that the future price of a good materially decreases.

Regardless of the prevailing spot rate at the time the forward rate meets maturity, the agreed-upon contract is executed at the forward rate. For example, on January 1st, the spot rate of a case of iceberg lettuce is $50. The restaurant and the farmer agree to the delivery of 100 cases of iceberg lettuce on July 1st at a forward rate of $55 per case. On July 1st, even if the price per case has decreased to $45/case or increased to $65/case, the contract will proceed at $55/case.

To extract the forward rate, we need the zero-coupon yield curve.

We are trying to find the future interest rate {\displaystyle r_{1,2}}{\displaystyle r_{1,2}}  for time period  

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time period  {\displaystyle (0,t_{1})}(0, t_1)  and rate {\displaystyle r_{2}}r_{2}  for time period {\displaystyle (0,t_{2})}(0, t_2).  To do this, we use the property that the proceeds from investing at rate  {\displaystyle r_{1}}r_{1} for

time period {\displaystyle (0,t_{1})}(0, t_1)  and then reinvesting those proceeds at rate

{\displaystyle r_{1,2}}{\displaystyle r_{1,2}}  for time period  {\displaystyle (t_{1},t_{2})}(t_1, t_2)  is equal to the proceeds from

investing at rate {\displaystyle r_{2}}r_{2} for time period {\displaystyle (0,t_{2})}(0, t_2).

Learn more about forward rate here : brainly.com/question/28016374

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6 0
2 years ago
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