what is lamellar fluid
Answers
Explanation:
Hint: We solve this problem by using the formula of simple interest.
The formula for the simple interest is given as
SI=P×T×R100
Where P
is the principal amount, T
is the time period and R
is the rate of interest per annum.
After finding the simple interest for all years from 1 to 6 we create a table of ordered pairs containing the number of years as x coordinate and simple interest as y co – ordinate so that we can plot them on a graph of a certain scale.
Complete step by step answer:
We are given that the principal amount as
⇒P=8000
We are also given that the rate of interest per annum as
⇒R=5
Let us assume that the time period as T
We know that the formula for the simple interest is given as
SI=P×T×R100
Where, P
is the principal amount, T
is the time period and R
is the rate of interest per annum.
By using the above formula we get the simple interest in terms of time period as
⇒SI=8000×5×T100⇒SI=400T
Now, let us take the time period as 1 year then we get the simple interest of 1 year as
⇒SI1=400×1⇒SI1=400
Now, let us take the time period as 2 years then we get the simple interest for 2 years as
⇒SI2=400×2⇒SI2=800
Now, let us take the time period as 3 years then we get the simple interest for 3 years as
⇒SI3=400×3⇒SI3=1200
Now, let us take the time period as 4 years then we get the simple interest for 4 years as
⇒SI4=400×4⇒SI4=1600
Now, let us take the time period as 5 years then we get the simple interest for 5 years as
⇒SI5=400×5⇒SI5=2000
Now, let us take the time period as 2 years then we get the simple interest for 2 years as
⇒SI6=400×6⇒SI6=2400
Now, let us create a table containing the order pairs containing number of years as x co – ordinate and simple interest as y co – ordinate as follows
Time period (T)
Simple interest (SIi)
Ordered pair(T,SIi)
1 400 (1,400)
2 800 (2,800)
3 1200 (3,1200)
4 1600 (4,1600)
5 2000 (5,2000)
6 2400 (6,2400)
Now, let us consider a scale of the required graph as follows
On X – axis 1 unit equal to 1 year
On Y – axis 1 unit equal to RS. 400
By using the above scale and the coordinate of points in the table we get the graph as
Note:
Students may make mistakes in finding the simple interest of 2, 3, 4, …, 6 years.
By using the simple interest formula for 2 years we get
⇒SI2=8000×5×2100⇒SI2=800
But students may make mistakes in taking the principal value for the time period of 2 years.
The amount after the 1 year is given as
⇒A=8000+400=8400
Answer:
Lamellar lyotropic liquid crystalline (LLC) systems are thermodynamically stable, optically isotropic systems, which are formed with low energy input. New possibilities for the development of controlled drug delivery systems are inherent in these systems due to their stability and special skin-similarly structure.
Explanation:
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