Answer:
iits F(x)+440-201
Step-by-step explanation:
Answer:
the sum of the given matrices is
-7 -2
4 -15
1300
is the correct answer
Step 1. Isolate the variable x:



Step 2. Use the simplified inequality to graph:
- Select an OPEN point on x = -5
- Select a ray extending from -5 to positive infinity (GREATER than -5)
I hope this helps!
Answer : The volume of box B is 
Step-by-step explanation :
Given :
Volume of box A = 512 cubic meter
Let us assumed that the box A and box B are cubes and the dimensions of cube are same i.e, 'a'.
Volume of box A = V = 
As per question,
When dimensions of box A divided by 2 then the volume of box B will be:
Volume of box A = V' = 
As the box B is similar to box A. So, the volume of box B will be:
Volume of box B = V' = 


Therefore, the volume of box B is 