Add 5 to 19 which is 24 then divide it by -6 and it’s x= -4
Answer:
Area of the shaded region = 3.46 square units
Step-by-step explanation:
Measure of the interior angle of a regular polygon = 
From the picture attached,
Number of sides of the given polygon 'n' = 6
Interior angle (∠BAF) of the given polygon = 
= 120°
Measure of ∠BAC = 
= 30°
Now we apply sine rule in ΔAGB,
sin(30°) = 
= 
BG = AB[sin(30°)]
= 
= 1
By applying cosine rule in ΔABG,
cos(30°) = 
= 
AG = AB[cos(30°)]
= 
= 
AC = 2(AG)
= 2√3
Area of ΔABC = 
= 
= 
= 
Area of the shaded region = Area of ΔABC + Area of ΔFED
= 2(Area of ΔABC)
= 2√3
= 3.46 square units
What’s the question ? Do I have to solve this?
Well, as far as the approximation... so... make one :)
then, check the picture below.
The answer is 2 plates and .50 glaze left over.
How did I get this?
First lets calculate how many bowls can we glaze.
5 bowls * 7/8 of a pint = 4.375 pints
4.375 = how many glaze we will need to make 5 bowls.
6 pints - 4.375pints = 1.625 pints left over after we glaze the bowls.
Now, we need to figure out how many plates we can make with 1.625 glaze.
P X 9/16 = 1.625
Multiply both sides by 16/9 to isolate the variable.
P = 1.625*16/9
P = 2.88 plates
So, we can only glaze 2 plates.
How many glaze is left over?
First, how many glaze did we have left over from the bowls? 1.625 glaze
Then, how many plates did we make? 2 at .5625 each = 1.125 glaze
1.625 - 1.125 = .50 glaze left over.
The answer is 2 plates and .50 glaze left over.