The function f(x) = x-2is absolutely integrable on the interval [1, ∞), but is not on (0, ∞). Graphed withDesmos. An integrable function, defined on a closed interval [a. b], has an indefinite integral defined by (Mendoza, 2017):. This indefinite integral is continuous and diffe...
In Example 5, if f(x)=1f(x)=1 and g(x)=4|x−2|+2g(x)=4|x−2|+2 were graphed on the same set of axes, would the graphs intersect? No. The graphs of ff and gg would not intersect. This confirms, graphically, that the equation 1=4|x−2|+21=4|x−2|+2 has no...
Using this information, the functions can be graphed Now we can see the break-even point right away. It is the point at which the cost function intersects the revenue function. It occurs when x=4x=4. At this point you neither make a profit nor incur a loss. The last que...
The inequality can be easily graphed by employing a basic transformation of the basic absolute function given as {eq}f(x) = |x| {/eq} We can then study the graph to denote the solution in the interval notation, with the closed brac...
from Chapter 5 / Lesson 10 5.8K Continuous functions are functions that have their conditions satisfied between multiple points, appearing as an uninterrupted line when graphed. See examples of how this is represented in the intermediate value theorem and the extreme...
event in the treatment group in comparison to the placebo group. Hence, positive numbers needed to treat are indicative that the drug is beneficial. A neutral effect of a therapeutic intervention, corresponding to a HR of 1, is denoted by a value of infinity for the number needed to treat....
Once we had these points we graphed them to get a y=mx+c function. The only problem is that my c value (when the volume equals zero) is around -150oC. I've repeated the experiment 4 times with the same results and I don't know what is affecting the results so severly. Any id...
In Example 5, if f(x)=1f(x)=1 and g(x)=4|x−2|+2g(x)=4|x−2|+2 were graphed on the same set of axes, would the graphs intersect? No. The graphs of ff and gg would not intersect. This confirms, graphically, that the equation 1=4|x−2|+21=4|x−2|+2 has no...
Definite Integrals: Definition from Chapter 12 / Lesson 6 22K A definite integral is found as the limit between a line graphed from an equation, and the x-axis, either positive or negative. Learn how this limit is identified in practical examples of defi...
Definite Integrals: Definition from Chapter 12 / Lesson 6 22K A definite integral is found as the limit between a line graphed from an equation, and the x-axis, either positive or negative. Learn how this limit is identified in practical examples...