What is the range of the function graphed below

Answer:

24 square inches

Step-by-step explanation:

We are given Image of letter E with height of 12 and width of 7

Inside space of height of 5 and width of 6

Initially calculate the area of rectangle ABKL = length *width = 12*7= 84 square inches

Now to get the area of given figure subtract the area of rectangle CDFE and HGJI from the rectangle ABKL

Area of CDEF = Area of HGJI because the length and width of the rectangles is same

Thus Area of CDEF = length *width =5*6 = 30 square inches

Thus the Area of HGJI = 30 square inches

Now subtract the area of both rectangles from the area of rectangle ABKL

⇒84-(30+30)

= 24 square inches .

Hence  the area of given figure LETTER E = 24 square inches .

Answer:

it is a

Step-by-step explanation:

Your answer would be :

85.8

Hope that helps!!

The answer is x=6.     9x-6=3x+30

                                    9x-3x-6=3x-3x+30

                                     6x-6=0 +30

                                     6x-6 + 6= 0 + 30 +6

                                     6x=36

                                      6x/6=36/6

                                         x=6