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1
Q

check negative and positive signs

A

twice

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2
Q

24x/ny = 4 , x/y = 4

A

should split up groups together.
(24/n)(x/y) = 4
then plug in for what you know
(24/n)(4) = 4
divide
24=n

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3
Q

y reaches it minimum when…
y=ax^2 + bx + c

A

x= -b/2a

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4
Q

h(x) = 4x + 28, (a, 0), (0, b), a + b

A

plug x in for 0 and then y for 0. then add the solutions.

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5
Q

166 times the side lengths of square B, K times the area, what is K?

A

are of a square is S^2, S is the side length of the square.
(166x)^3 = 27,556x^2

then divide
27,556x^2 / x^2 = Kx^2 / x^2

27,556 = K

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6
Q

area of a square

A

S^2
can find area by squaring the edge length

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7
Q

a shift in the graph up 4 units

A

added to the end of equation,
g(x)=(0-6) (0-2) (x+6)
g(x)= (0-6) (0-2) (x+6) + 4

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8
Q

edge length of a cube

A

V= S^3
can be found by taking the cube root of the volume

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9
Q

to find surface area of a cube after had found the intial area and volume

A

multiply area by the faces of a cube (a cube has 6 faces).

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10
Q

parallel lines, that have no solutions

A

have same x values but different y values. Also it can have opposite x values ( -x, x) as long as the y value also has the same opposite value.

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11
Q

linear equation on graphs with 2 variables (x, y)

A

Ax + By = C

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12
Q

property of exponents f(x)= 9(4)^x + 2

A

split up the exponents, (4)^x (4)^2

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13
Q

b^2 - 4ac has no solution if it is…

A

negative

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14
Q

Ax^2 +bx + c = 0

A

quadratic formula

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15
Q

least possible value means to solve and if it creates a number such as 49< K

A

it is 1 more than 49.

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