are your graphs linear? If so, why? If not, why not?
A graph is called linear if it has linear relation between X axis and y axis ; and the linear equation be like
Y=mx ; where m is the slope of the line .
A graph is called non linear if it hasn't linear relation between X axis and y axis ..
Y=mX^2 is a example of nonlinear graph
Are the following graphs planar? If so, show a planar representation and if not, explain why not. ь. Are the following graphs planar? If so, show a planar representation and if not, explain why not. ь.
Assignment 4 - Graphs of Linear and Quadratic Functions Please draw graphs for the following linear functions: y = 2x - 3 y = 2x + 3 y = -2x + 3 y = -2x - 3 2x + 3y = 6 2x - 3y = 6 - 2x + 3y = 6 -2x - 3y = 6
Using any transfer function as an example (e.g. a linear transfer function), explain why for a sensor, the higher the sensitivity, the better. Write your answers and graphs of transfer functions.
Regarding Ohm's Law and Circuits: The graphs for the light bulbs are not linear and they may have a "kink" in them (the bulbs are non-ohmic). This occurred around 0.75V. The bulb started shining around 0.6V. Is there any relation between the occurrences? If so, speculate on the cause. Should the bulb's "kink" have occured at around the same voltage as when the light started shinning?
The text says: "If the functions f are linear, then CQ holds for all feasible x; for then we may use the linear arc +to." Why is that so? The text says: "If the functions f are linear, then CQ holds for all feasible x; for then we may use the linear arc +to." Why is that so?
If you were to look at 2 graphs, and one had a linear plot and the other was a bit more scattered, what does the fact that the graph is linear say about the acceleration of an object compared to the other? Comparing the 2 graphs, they both have the same y axis in meters except different t in seconds on the x axis- one of the graphs has normal t values, and the other graph is the exact same...
Do linear plots generally have zero-order? If so, why is that the case? ve o I So 'a' is our higher order b B our lower oder C is zero-order ble cure cure. linear HIGHER ORBER S LOWER ORDER => ZERO-ORDER the rate of
For linear functions, the derivative is identical to the difference quotient. Why is this so? please use one or more paragraphs.
For Exercises 15-20, decide if the two graphs are isomorphic. If so, give the function or functions that establish the isomorphism; if not, explain why. 15 Ca as d6 al 7 ?? ci a2 e7
Data Mining using R question help: Why are the attribute ranges so important when doing linear regression data mining?