Answer:
X from 0 to 21
Y from 0 to 7
Z from 0 to 3
Step-by-step explanation:
Since we are being asked by the integration limits in first octant (positive x, positive y and positive z) we need to know where does the plane intersect this axes. For this we have:
for x=0 and y=0
7z=21
z=3
for x=0 and z=0
3y=21
y=7
for z=0 and y=0
x=21
This means that the integration limits are:
X from 0 to 21
Y from 0 to 7
Z from 0 to 3
The possible coordinates of y are 2 :)
Answer:
B. The function is nonlinear.
Step-by-step explanation:
A linear function graphs as a straight line. It is a polynomial function of degree 1. Any function that is not a linear function is a nonlinear function.
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<h3>degree</h3>
The function given is a polynomial function of degree 2. (Its highest-degree term is x^2, which has an exponent of 2.)
<h3>categorization</h3>
Since the degree is not 1, the function is nonlinear.
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<em>Additional comment</em>
A polynomial function will never be "linear at some points and nonlinear at other points." Such a description might apply to a piecewise-defined function.
It would be A because i don’t know it just is
Answer to this question is
12 ( 2x + y) + 13
