Cubes Roots of 1 to 20
The cubes essentially refers to the multiplication of a specific number 3 times. Cube roots, in contrast, are the exact opposite. So for instance, a cube of 5 is the multiplication of the number cube three times and it gives the result 125. In contrast, the cube root of 125 gives us the number 5. To put it in a different way, 5 is multiplied by three times and thus gives us the specified number. Memorising cubes all the way from 1 to 20 and similarly cube roots from 1 to 21, would assist us in calculating faster as well as more efficiently.
Cubes from 1 to 20
The cubes from 1 to 20 and the cube root of 1 to 20 is important and should be memorised by the students. Memorising it helps with faster calculations and removes the need of manually going through tedious and long calculations. If anyone has memorised the cube table then finding the cube or cube for a number such as 64 would be incredibly easy and they wouldn’t need to do explicit calculations for finding the answers. This is an extremely efficient technique and should be used by all the students.
Here we will be listing the cube root of 1 to 20 in a tabular format. This will help the students in solving questions faster and with considerably more ease. The cube roots are included upto 3 decimal points.
Learning this table will help the students to break down the complex calculations in simpler terms and use their memory for doing these calculations efficiently and easily.
Now we will be listing the cube values of 1 to 20 in tabular format.
Solved Examples
The solved examples are an essential part of preparing for the maths exams, as it helps in revising the concepts and implementing the formula or tables that the students have learned. If you want to refer to solved examples then you can check out the Vedantu notes by clicking here.
FAQs on Cube Root 1 to 20
1. Why should students consider memorising cube root of numbers 1 to 20?
Every student should make it a point to memorise the cube root of the number from 1 to 20. Even though the memorising process might take some time, it will help in the long term. Memorising the table makes it easier for finding the cube of the given numbers since other numbers which are not perfect cubes can be difficult or complex to break down. So when an individual is asked to calculate the cube root of 8 for instance, it becomes relatively easy.
2. Why should students make it a point to memorise the cubes of number 1 to 20?
Students should memorise the cubes of numbers 1 to 20, since memorising the table not only makes calculations easier but it also helps them save time and effort during the exams. The memorising is done primarily to avoid going through tedious and long calculations during the exam time. While it is easy to find cubes of relatively small numbers such as 2,3, and 4 it becomes increasingly difficult as the numbers go higher. This is why memorising the table is a life-saver for students.
3. What are some facts associated with cubes and cube roots?
The cube root of a specific number refers to the special value, which when it is cubed provides an original number and hence should be considered as the opposite of the cube which is essentially three times the multiplication of the number with itself. The perfect cube refers to cubes of the whole numbers. For these numbers, it is relatively easier to find the cube root of the number.
4. What are some of the salient features of Vedantu notes on “Cube root 1 to 20”?
The Vedantu notes on “Cube root 1 to 20” provide an excellent and high quality learning resource to the students. These notes include the importance of memorising cube and cube root of numbers and provide interesting facts as well as trivia related to the different numbers. There are solved examples and also the listing of the cube as well as cube root of numbers 1 to 20 in tabular format.
5. How can I get access to the Vedantu notes on “Cube root 1 to 20”?
If you want to refer to the Vedantu notes on “Cube root 1 to 20” then you have the option of downloading it from the Vedantu app or website. These notes are made available in the PDF format and can be downloaded for free. Just go to the relevant section and click on the “Download PDF” option listed there. This will download the file on your device.
