Maths-
General
Easy
Question
A certain population of bacteria had an initial population of 1500. It then started growing at a rate of 2000 per day. Write the equation to model this situation. What are the slope and y-intercept? Explain.
The correct answer is: 1,500
Hint:-
1. Growth in population of bacteria = Number of days of growth * rate of growth per day
2. Total population of bacteria = y = Initial population + Growth in population.
3. The slope of a line can be defined as the change in y coordinates of any 2 points on that line corresponding to the change in the x coordinates of those 2 points. This is generally referred to as the rise to run ratio of the given line i.e. how much did the y-coordinates rise vis-a-vis how long a distance was covered by the x-coordinates.
4. y-intercept for any line refers to the point at which the given line intersects with the Y-axis. At this point the x-coordinate is 0.
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)
Step-by-step solution:-
Let the number of days for which the population of bacteria is observed to grow be x days and the total population of bacteria be y.
Now,
Growth in population of bacteria = Number of days of growth * rate of growth per day
∴ Growth in population of bacteria = x * 2,000 per day .......................................................................... (From given information)
∴ Growth in population of bacteria = 2,000 x ........................................................................................... (Equation i)
Now, we know that-
Total population of bacteria = y = Initial population + Growth in population.
∴ Total population of bacteria = y = 1,500 + 2,000 x .......................................................... (From given information & Equation i)
i.e. y = 2,000 x + 1,500 ................................................................................................................................. (Equation ii)
Comparing Equation ii with slope intercept form of a line i.e. y = mx + b, we get-
Slope = m = 2,000
& Y-intercept = b = 1,500
The slope of a line can be defined as the change in y coordinates of any 2 points on that line corresponding to the change in the x coordinates of those 2 points. This is generally referred to as the rise to run ratio of the given line i.e. how much did the y-coordinates rise vis-a-vis how long a distance was covered by the x-coordinates.
In the given situation, slope of the given equation refers to the movement in population of bacteria for every increase in the days that it is continues to grow.
since the slope = 2,000, we can say that for every day that the bacteria continues to grow, its population count increases by 2,000.
Also, y-intercept for any line refers to the point at which the given line intersects with the Y-axis.
At this point the x-coordinate is 0.
This means that when the value of x-coordinate is 0, the value of y-coordinate is 1,500.
For the given situation, this means that the population of bacteria, at the start i.e. befor any growth happened, will be 1,500.
Final Answer:-
∴ The given line can be written as- y = 2,000 x + 1,500. Its slope (i.e. change in population for a given change in time period) is 2,000. Its Y-intercept (i.e. population at 0 days or before starting growth) is 1,500.
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