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what is x(7-4)=2x equal
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x=0
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Y is partially constant and partially varies as x , when x is equal to 1 ,y equal to 7 when x equal to minus ,y is equal to 11
Top answer:
y = mx+b to find m and b, solve m+b=7 -?m+b = 11 when you decide what x is when y=11
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Simplify the rational expression. State any restrictions on the variable.
(t^2 + t - 6)/(t^2 - 9) (t - 2)/(t-3), t not equal 3, t
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The simplified rational expression is (t+2)/(t-3), with restrictions t cannot equal 3.
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so, did you graph the lines? Evaluate 3x+2y at each vertex. Pick the maximum value where do you get
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#1 √(x+4)-3 >= 4 √(x+4) >= 7 x+4 >= 49 x >= 53 #2 t = √(d/16), so we want (using t in seconds)
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What is the product in simplest form? state any restrictions of the variable.
(x^2 + 5x + 6)/(x+4) * (x^2 + x - 12)/(x^2 + x - 2)
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The product in simplest form is (x+3)(x-3)/(x-1), with the restrictions of x not equal to -2, -4,
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Which one of these equations represents a quadratic function?(1 point) Responses y=3x3+2 y is equal to 3 x cubed plus 2 y=3x y
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y=3x^2+2 y is equal to 3 x squared plus 2
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Question
Solve the equation for y: 3x+5y=60 (2 points) Responses y=−35x+12 y is equal to negative 3 fifths x plus 12 y=60+3x5 y
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The correct answer is: y = (60 - 3x)/5
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Using the angle relationships, determine the value of y in the diagram above.
(1 point) Responses y=15 y is equal to 15 y=30 y is
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You're welcome!
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Question
Using the angle relationships, determine the value of y in the diagram above. (1 point) Responses y=15 y is equal to 15
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Without the diagram mentioned in the question, it is not possible to determine the value of y.
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PICK ONE
Using the angle relationships, determine the value of x in the diagram above. (1 point) Responses x=25 x is equal to 25
Top answer:
Without a diagram provided, it is not possible to determine the value of x using angle
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