If 64 is a perfect cube the length of each edge of the block can be found. The edge length of a cube is: 4cm.
<h3>Edge length of a cube</h3>
Given:
Volume of cube=64cm³
Hence:
Volume of the cube = a³
Volume of the cube, a³= 64 cm³
Using this formula
Cube edge length =∛(side)³
Let plug in the formula
Cube edge length =∛(64cm³)
Cube edge length=4cm
Therefore if 64 is a perfect cube the length of each edge of the block can be found. The edge length of a cube is: 4cm.
Learn more about edge length of a cube here:brainly.com/question/16673486
#SPJ1
I think yes they are similar because both of the sizes are equal
He can draw 3 different arrays. Just start at 1 and count up all the way to 16 and find the numbers that go into 16 evenly. Hope that helped;)
Answer:
Solution given:
now
base[b]=11
hypotenuse [h]=5+11=16
perpendicular [p]=14
by using Pythagoras law
p²+b²=h²
14²+11²=16²
317=256
It is not satisfied so
AB is not a tangent to the circle.
Answer:
a = 12 b = -4
Step-by-step explanation:
To solve this equation it would be easiest to use the elimination method
a + b = 8
a - b = 4
a = 12
Now all we have to do is substitute 12 for a in any equation. For this I will use the first one.
12 + b = 8
Lastly subtract 12 from both sides
b = -4