6√1= 1
6√64= 2
6√729= 3
6√4096= 4
6√15,625= 5
6√46,656= 6
6√117,649= 7
6√262,144= 8
6√531,441= 9
6√1,000,000= 10
If you need to further the list, just multiply the number by itself 6 times into a calculator. For example, if you wanted to find out what 11 to the 6th power was, you would type 11x11x11x11x11x11 into your calculator. If you do this correctly, you will discover that 11 to the 6th power is 1,771,561.
Hope this helps!(:
examples of plants with modified roots.....
Most plants have roots that grow both vertically and horizontally to varying degrees. However, taproots such as carrots and radishes primarily grow downwards, as do fibrous roots of grasses. Deep-rooted plants like oak trees and dandelions also have roots that grow predominantly downwards.
Naturall Method .roots, leaves, stems
Adventitious roots, aerating roots, aerial roots, contractile roots, coarse roots, fine rootsm haustorial roots, propagative roots, proteoid roots, stilt roots, storage roots, structural roots, surface roots, and tuberous roots.
The sixth largest planet is venusJupiterSaturnNeptuneUranusEarthVenusMarsMercuryPluto
They are -3 and +3.
The equation (x^6 = -1) can be rewritten as (x^6 = 1 \cdot e^{i\pi}) in polar form. According to De Moivre's theorem, the sixth roots of (-1) can be found by taking the sixth root of the magnitude (which is 1) and dividing the angle (\pi) by 6, resulting in (x = e^{i(\pi/6 + 2k\pi/6)}) for (k = 0, 1, 2, 3, 4, 5). This gives us six distinct complex roots, but since the roots are complex, there are no real sixth roots of (-1). Thus, (-1) has zero real sixth roots.
It need not have any real roots. For example x6 + 1 = 0 has none.
Genus.
I want to know about auto bills of all roots in Hyderabad.
Click on the link below for the full cast.
Genus.
Roots is the sixth album released by the band, Sepultura. It was released by the Brazilian metal band in February of 1996. There are several YouTube videos featuring their songs.
Since the largest composite number can't be named, there's no way of telling what's sixth on that list.
examples of plants with modified roots.....
Personally I prefer to convert roots to fractional powers for this kind of problem. cube root of x squared is x2/3, and square root of x is x1/2. Adding the exponents, you get x2/3 times x1/2 = x7/6, that is, the sixth root of x to the seventh power - where it doesn't matter whether you take the sixth root first, or raise to the sevents power first. Alternatively, you can convert all roots to sixth roots, and multiply - and of course, get the same result.
Do mean find the polynomial given its roots ? If so the answer is (x -r1)(x-r2)...(x-rn) where r1,r2,.. rn is the given list roots.