What s S Snteget gsenta that divides the no. s the Smalleset Positine than 1 2021 2021 (7) |

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.2: Arithmetic Sequences
Problem 51E
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what is the smallest positive integer greater than 1 that divides the number 7^2021-13^2021 Waring: if u upload the Same Answeer I vll definitely devote u So please don't make the same mistake
What s §
$ the Smalleset Positine
Snteget geaha than 1
that divides the no.
2021
2021
(7) - 03)
Transcribed Image Text:What s § $ the Smalleset Positine Snteget geaha than 1 that divides the no. 2021 2021 (7) - 03)
here
= 2021(7 – 13)
= 2021(-6)
7 x 2021 – 13 × 2021
|
= -12126
this is wrong Answeer
do not make the same
Step2
b)
mistake please
otherwise I vll devote u
here
-12126
is an even number
so -12126 is divisible by 2
-12126
-6063
2
Transcribed Image Text:here = 2021(7 – 13) = 2021(-6) 7 x 2021 – 13 × 2021 | = -12126 this is wrong Answeer do not make the same Step2 b) mistake please otherwise I vll devote u here -12126 is an even number so -12126 is divisible by 2 -12126 -6063 2
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