Answer:
304
Step-by-step explanation:
534-18=516
516-212=304
1. You have the following information:
- <span> The square has the same area as a rectangle.
- The dimensions of the rectangle are: 14 mm long and 16 mm wide.
2. You must use the formula for calculate the area of a square, which is shown below:
A=S</span>²
"A" is the area of the square.<span>
"S" is the lenght of the side of the square. (It is important to remember that the sides of a squre have equals lenghts.
3. The square and the rectangle have the same area. Therefore:
Arectangle=(14 mm)(16 mm)
Arectangle=224 mm</span>²
<span>
A=224 mm</span>²
<span>
4. Now, you must substitute the value A=224 mm</span>² into the formula A=S² and clear "S":
<span>
A=S</span>²
<span> S=</span>√A
<span> S=</span>√(224 mm²)
<span> S=15 mm
The answer is: 15 mm
</span>
Answer:
Step-by-step explanation:
Add 
to both sides
Add 
both sides
Divide both sides by 
But can't be zero because it is undefined. So,
If one is 4 , then other may be 3 and so other 2......this will get you only 9 .
so it is understood that one must be greater than 4
9/10 is the shorter distance
