When calculating the cube of (- 1 / 4), it is correct according to the construction method

(-1/4)³
=(-1/4)×(-1/4)×(-1/4)
=-(1/4)×(1/4)×(1/4)
=-1/64

RELATED INFORMATIONS

1. How to calculate the unfolding size of a box
2. The size of the box is 450 (W) * 300 (H) * 140. What is the half perimeter of the box?
3. There are about two boxes of the same size in total. We know that the volume of a box is 0.2m3. How can we calculate the volume of these boxes
4. Packaging specification of moon cake box What's the specification of four pack, six pack and so on?
5. The size of the battery is 11 mm in diameter and 44 mM in height, What's the volume of this box in cubic centimeter
6. How big is the 200 gram tea box? How many centimeters are the length, width and height
7. There are two sizes of boxes, the big one can hold 11 balls, the small one can hold 8 balls, a total of 89 balls. If you want to fill all the boxes, you need a total of two sizes of boxes
8. How many cubic meters is the box 48 cm long, 22 cm wide and 49 cm high?
9. How many cubes are the five boxes 35x26x28 cm in size? emergency
10. The volume of a cuboid box is 64 cubic decimeters. The length of a box is 8 decimeters, the width is 25 centimeters, and how high is it
11. How to calculate cube
12. How to calculate cubic
13. What about cubes How many cubic meters is 1 meter long, 55 cm wide and 75 cm high
14. How to calculate a cubic centimeter
15. How to calculate the cube?
16. After a 2-meter-long cylindrical steel is cut into three sections, the surface area increases by 9.6 square decimeters. What is the original volume of this steel?
17. After a 1-meter-long cylindrical steel is cut into two sections, the surface area increases by 6.28 square decimeters, and the original volume of the steel is______ Cubic meter
18. A 16 decimeter long cylinder steel is cut into three shorter cylinders, and its surface area is increased by 24 square decimeters. What is the original volume of this steel
19. Divide an 8-decimeter-long cylindrical steel into two sections, and increase the surface area by 25.12 square decimeters. Calculate the volume of the original steel?
20. Cut a 1.2-meter-long cylindrical steel into three sections, and the surface area increases by 12.56 square decimeters?