A nonlinear system is given below and the graphs of both equ

A nonlinear system is given below, and the graphs of both equations in the system is shown to the right. Verify that the points of intersection specified on the graph are solutions of the system by substituting directly into both equations. x^2=y-1, y=3x+5. Verify for the point (4,17)

As graph is not given in question:

x^2 = y-1 and y= 3x +5

to check whether ( 4, 17) satisfies both equations:

x^2 = y-1: 4^2 = 17-1 ---> 16=16

now for y = 3x +5 ---> 17 = 3*4 +5 ---> 17 = 17

Hence the point is on the intersection of these two equations asit satisfies both equation

A nonlinear system is given below, and the graphs of both equations in the system is shown to the right. Verify that the points of intersection specified on the

A nonlinear system is given below and the graphs of both equ

Solution

Get Help Now

Submit a Take Down Notice