Question

HELP!!!!!

Drag the tiles to the correct boxes to complete the pairs.

Match each equation to the ordered pair that represents one of its solutions.

Answer 1

u have to get the mouse and move it to the box then drag to the desktop

Answer 2

Answer:

• order pair of $3x+2y=6$ is (0,3)

• order pair of $-5x+y=-10$ is (1,-5)

• order pair of $x-4y=8$ is (4,-1)

• order pair of  $-6x-5y=30$ is (0,-6)

Step-by-step explanation:

We need to fill the box with each equation to the ordered pair that represents one of its solutions.

The given equations are :

A) $3x+2y=6$

B) $-5x+y=-10$

C) $x-4y=8$

D) $-6x-5y=30$

Ordered pair are:

(0, -6) , (0,3) , (4,-1) ,(1,-5)

We will check correct order pair by plunging in each equation

Put (0, -6) In $3x+2y=6$

$3(0)+2(-6) = 6$

$-12 ≠ 6$

Now, Put (0,3) In $3x+2y=6$

$3(0)+2(3) = 6$

$6 = 6$

Hence, correct order pair of $3x+2y=6$ is (0,3) .

Put (0, -6) In $-5x+y=-10$

$-5(0) + (-6)= -10$

$-6 ≠ -10$

Now, Put (4,-1) In $-5x+y=-10$

$-5(4) + (-1)= -10$

$-20 + (-1)= -10$

$-21 ≠ -10$

Now, Put (1,-5) In $-5x+y = -10$

$-5(1) + (-5)= -10$

$-10 = -10$

Hence, correct order pair of $-5x+y=-10$ is (1,-5) .

Put (0, -6) In$x-4y=8$

$(0)-4(-6)=8$

$-24 ≠ -10$

Now, put (4, -1) In$x-4y=8$

$(4)-4(-1)=8$

$(4)+4=8$

$8 =8$

Hence, correct order pair of $x-4y=8$ is (4,-1) .

we left with one orderpair and equation so,

Check (0, -6) for  $-6x-5y=30$

$-6(0)-5(-6)=30$

$30=30$

Hence, correct order pair of  $-6x-5y=30$ is (0,-6) .

The correctly match solution is mention in figure-1