Je was op zoek naar: divisible (Engels - Estisch)

show that is divisible by .
näita, et jagub arvuga .

one of them is divisible by 11.
Üks neist jagub arvuga 11.

determine whether is divisible by 3.
kindlaks, kas jagub arvuga 3.

(1) prove that is divisible by and
(1) toesta, et jagub arvuga ja

a) prove that is not divisible by 3;
a) toesta, et ei jagub arvuga 3;

let be four integers such that is not divisible by .
laskma neli täisarvu, nii et ei ole jagatav .

this means that m,n are both divisible by 7.
see tähendab, et m, n on nii jagub arvuga 7.

now we assume that this is divisible by multiples of .
nüüd eeldame, et see on jagatav kordajates .

a) prove that is divisible with , but not with iff ;
a) toesta, et jagub koos , kuid mitte iff ;

1 let prove that there exists such that is divisible by .
1 laskma tõestada, et on olemas nii et jagub arvuga . s

so it remains to show that is divisible by . consider everything .
seega jääb näidata, et jagub arvuga . mõelge kõik .

it appears that the number of nice colourings is not divisible by .
tundub, et hulk toredaid värvaineid ei ole jagatav .

prove that is divisible by 2 if and only if is divisible by 3.
toesta, et jagub arvuga 2 ainult siis, kui jagub arvuga 3.

(b) the sum of any three consecutive digits is divisible by .
(b) summa mis tahes kolme järjestikust numbrit jagub arvuga .

the additional twelfths shall be authorised in full and shall not be divisible.
täiendavad kaheteistkümnendikud kinnitatakse tervikuna ja need ei ole jagatavad.

and if is bijective and is a prime number, prove that is divisible by .
ja kui on bijective ja on algarv, tõestada, et jagub arvuga .

(a) show that the task cannot be done if is divisible by 2 or 3.
(a) näita, et ülesannet ei saa teha, kui jagub arvuga 2 või 3.

how many of these permutations will have no terms of the sequence divisible by three?
kui palju nende kombinatsioonide puudub tingimusi jada jagatav kolme?

6 (i) consider two positive integers and which are such that is divisible by .
6 (i) arutada läbi kaks positiivset täisarvu ja mis on sellised, et jagub arvuga . milline on vähim võimalik väärtus ?

prove that can be expressed in the form , where are integers and any of them are divisible by 3.
toesta, et saab väljendada kujul , kus on täisarvud ja kõik neist jagub arvuga 3.