Write both equations of the following system in the slope intercept form in order to decide how many solutions the system will have. Select the letter that corresponds with your result.

2x + 3y = 12

4x + 6y = 15

Aone solution
Btwo solutions
Cthree solutions
Dno solution

Question

25-11-2016
Mathematics

Answered

Write both equations of the following system in the slope intercept form in order to decide how many solutions the system will have. Select the letter that corresponds with your result.

2x + 3y = 12

4x + 6y = 15

Aone solution
Btwo solutions
Cthree solutions
Dno solution

Verified Answer :

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MissPhiladelphia MissPhiladelphia · Answer 1 · 2016-11-26T07:07:39-05:00

MissPhiladelphia MissPhiladelphia

26-11-2016

Hi :) You don't need to get their slope-intercept form to know how many solutions this linear system has. Since there are two variable and 2 independent equations, there would be two solutions. One value each for the x and y variables.

The answer is B.

Answer Link

Write both equations of the following system in the slope intercept form in order to decide how many solutions the system will have. Select the letter that corresponds with your result.2x + 3y = 124x + 6y = 15 Aone solutionBtwo solutionsCthree solutionsDno solution

Verified Answer :

Related Questions

Write both equations of the following system in the slope intercept form in order to decide how many solutions the system will have. Select the letter that corresponds with your result.

2x + 3y = 12

4x + 6y = 15

Aone solution
Btwo solutions
Cthree solutions
Dno solution