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The glass portion of a window has a height to width ratio of 3:2. The wood trim
around the glass adds an additional width and height to the window. The area of the
window, including the glass and wood trim, is modeled by
A (x) = 6x2 + 37x + 56. If the height of the window is modeled by
3x + 8, find the expression to represent the width. What operation would you use
to determine the width?


A-addition
B-division
C-subtraction
D-multiplication

The glass portion of a window has a height to width ratio of 32 The wood trim around the glass adds an additional width and height to the window The area of th class=

Respuesta :

akekstrom1228

Answer:

Divide

Step-by-step explanation:

You find width by dividing the area by height.

fichoh

The expression required to determine the width of the frame is achieved using the division operator.

  • (6x² + 37x + 56) ÷ (3x + 8)

Area of window including the glass and wood trim :

  • A(x) = 6x² + 37x + 56

  • Height of window 3x + 8

To obtain the width of the window :

  • We divide the total area of the window by the given height

  • A(x) ÷ Height

The required expression is thus :

  • (6x² + 37x + 56) ÷ (3x + 8)

The operation required in other to obtain the width of the frame from the given area and height is the division operator.

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