Louisa wants to use the elimination method to solve the system of equations shown below.  She decides to multiply the second equation by a number in order to eliminate the x terms.  What should Louisa multiply by and what is the new equation?3x + 4y = 40x + 6y = 18ResponsesLouisa should multiply by -3.  The result is -3x - 18y = - 54. Louisa should multiply by -3.  The result is -3x - 18y = - 54. Louisa should multiply by 3.  The result would be 3x + 18y = 18Louisa should multiply by 3.  The result would be 3x + 18y = 18Louisa should multiply by -3.  The result is -3x + 6y = 18.Louisa should multiply by -3.  The result is -3x + 6y = 18.Louisa should multiply by 3.  The result is 3x + 6y = 18.

Use this system of equations to answer the questions that follow.4x−9y=74𝑥−9𝑦=7−2x+3y=4−2𝑥+3𝑦=4What number would you multiply the second equation by in order to eliminate the x-terms when adding to the first equation?What number would you multiply the second equation by in order to eliminate the y-terms when adding to the first equation?

Calculate the solution to these simultaneous equations using the elimination method: (1)(1)𝑔+3ℎg+3h==1818 (2)(2)4𝑔+3ℎ4g+3h==3636

Use the system of equations to answer the following question:.If you want to solve the system by eliminating x (with addition), you would multiply the second equation by

When solving the given system of equations by elimination with addition, which value of k will eliminate the x-terms?2x−y=19k(x+3y)=k(10)

Solve the system of linear equations below using the elimination method. Write your answer as a coordinate point like the example with no spaces between numbers or characters. Example: (6,10)9x - 2y = -212x + 3y = 16*1 pointYour answer