Question 1 of 5Determine if each is a solution to the equation
$$4(-12x+12)=-4(4-4x)$$ $$4(-12x+12)=$$$$-4(4-4x)$$
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Select the Correct Answer Below: Correct! Not Correct!
A
$$x=1(n),x=5(y),x=7(n)$$ $$x=1(n)$$$$x=5(y)$$$$x=7(n)$$
B
$$x=1(y),x=5(y),x=7(n)$$ $$x=1(y)$$$$x=5(y)$$$$x=7(n)$$
C
$$x=1(n),x=5(y),x=7(y)$$ $$x=1(n)$$$$x=5(y)$$$$x=7(y)$$
D
$$x=1(y),x=5(n),x=7(n)$$ $$x=1(y)$$$$x=5(n)$$$$x=7(n)$$
E
$$x=1(y),x=5(y),x=7(y)$$ $$x=1(y)$$$$x=5(y)$$$$x=7(y)$$
Question 2 of 5Determine if each is a solution to the equation
$$-8(x+6)=-4(4x-6)$$ $$-8(x+6)=$$$$-4(4x-6)$$
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Select the Correct Answer Below: Correct! Not Correct!
A
$$x=-4(y),x=9(y),x=11(n)$$ $$x=-4(y)$$$$x=9(y)$$$$x=11(n)$$
B
$$x=-4(y),x=9(n),x=11(n)$$ $$x=-4(y)$$$$x=9(n)$$$$x=11(n)$$
C
$$x=-4(n),x=9(y),x=11(y)$$ $$x=-4(n)$$$$x=9(y)$$$$x=11(y)$$
D
$$x=-4(n),x=9(y),x=11(n)$$ $$x=-4(n)$$$$x=9(y)$$$$x=11(n)$$
E
$$x=-4(n),x=9(n),x=11(n)$$ $$x=-4(n)$$$$x=9(n)$$$$x=11(n)$$
Question 3 of 5Determine if each is a solution to the equation
$$11(x+1)=5(2x+5)$$ $$11(x+1)=$$$$5(2x+5)$$
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Select the Correct Answer Below: Correct! Not Correct!
A
$$x=-2(n),x=6(n),x=14(n)$$ $$x=-2(n)$$$$x=6(n)$$$$x=14(n)$$
B
$$x=-2(y),x=6(n),x=14(n)$$ $$x=-2(y)$$$$x=6(n)$$$$x=14(n)$$
C
$$x=-2(n),x=6(y),x=14(y)$$ $$x=-2(n)$$$$x=6(y)$$$$x=14(y)$$
D
$$x=-2(y),x=6(n),x=14(y)$$ $$x=-2(y)$$$$x=6(n)$$$$x=14(y)$$
E
$$x=-2(n),x=6(n),x=14(y)$$ $$x=-2(n)$$$$x=6(n)$$$$x=14(y)$$
Question 4 of 5Determine if each is a solution to the equation
$$-2\left(x+\frac{16}{11}\right)=-\frac{35}{12}\left(x+\frac{5}{11}\right)$$ $$-2\left(x+\frac{16}{11}\right)=$$$$-\frac{35}{12}\left(x+\frac{5}{11}\right)$$
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Select the Correct Answer Below: Correct! Not Correct!
A
$$\frac{9}{23}(n),\frac{5}{12}(n),\frac{19}{11}(y)$$ $$\frac{9}{23}(n)$$$$\frac{5}{12}(n)$$$$\frac{19}{11}(y)$$
B
$$\frac{9}{23}(y),\frac{5}{12}(n),\frac{19}{11}(n)$$ $$\frac{9}{23}(y)$$$$\frac{5}{12}(n)$$$$\frac{19}{11}(n)$$
C
$$\frac{9}{23}(n),\frac{5}{12}(y),\frac{19}{11}(n)$$ $$\frac{9}{23}(n)$$$$\frac{5}{12}(y)$$$$\frac{19}{11}(n)$$
D
$$\frac{9}{23}(n),\frac{5}{12}(n),\frac{19}{11}(n)$$ $$\frac{9}{23}(n)$$$$\frac{5}{12}(n)$$$$\frac{19}{11}(n)$$
E
$$\frac{9}{23}(y),\frac{5}{12}(y),\frac{19}{11}(y)$$ $$\frac{9}{23}(y)$$$$\frac{5}{12}(y)$$$$\frac{19}{11}(y)$$
Question 5 of 5Determine if each is a solution to the equation
$$-0.1(4.9-2.1x)=-4.9(-1.5x+5.2)$$ $$-0.1(4.9-2.1x)=$$$$-4.9(-1.5x+5.2)$$
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Select the Correct Answer Below: Correct! Not Correct!
A
$$x=3.5(n),x=9.3(n),x=12.45(n)$$ $$x=3.5(n)$$$$x=9.3(n)$$$$x=12.45(n)$$
B
$$x=3.5(y),x=9.3(n),x=12.45(n)$$ $$x=3.5(y)$$$$x=9.3(n)$$$$x=12.45(n)$$
C
$$x=3.5(n),x=9.3(y),x=12.45(n)$$ $$x=3.5(n)$$$$x=9.3(y)$$$$x=12.45(n)$$
D
$$x=3.5(n),x=9.3(n),x=12.45(y)$$ $$x=3.5(n)$$$$x=9.3(n)$$$$x=12.45(y)$$
E
$$x=3.5(y),x=9.3(y),x=12.45(y)$$ $$x=3.5(y)$$$$x=9.3(y)$$$$x=12.45(y)$$

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