#clockarithmetic search results
If a≡b(modm), then ka=(kb)(modm)... #furtherpuremaths #modulararithmetic #clockarithmetic #mathematicsproofs
Find the remainder when 129¹²³ is divided by 127... #furtherpuremaths #modulararithmetic #clockarithmetic #math
Solve the congruence equation 2n≡26(mod14). #modulararithmetic #clockarithmetic #furtherpuremaths #alevelmaths
Find the final digit in the number 1004²⁰⁰... #furtherpuremaths #modulararithmetic #clockarithmetic #math
Hacking the matrix of #modulararithmetic. Show that (a x b)(modm) ≡ a(modm) x b(modm)#clockarithmetic #logic #abstraction
When gcd(a, b)=c, where a, b, c, p, q, x, y ∈ ℤ, c>0 ax+by=(px+qy)*gcd(a, b) #furtherpuremaths #modulararithmetic #clockarithmetic #alevelmaths
How to show that if a|b and b|c, then a|c when a, b, c E Z where a≠0. #furtherpuremaths #modulararithmetic #clockarithmetic #divisiblity
If a=bq+r, with a, b, q, r ∈ ℤ, b>0 and 0≤r<b, then a≡r(modb), a≡r(modq), r≡a(modb) and r≡a(modq). #modulararithmetic #clockarithmetic #modularcongruence #divisibility
How to show thoroughly, via #mathematicalinduction, given that a≡b(modm), aⁿ≡bⁿ(modm), where nEZ⁺... #modulararithmetic #clockarithmetic #furtherpuremaths
The set {1, 3, 5, 7} forms a group under multiplication modulo 8. Show that this group is not cyclic. *With extra notes and workings. #modulararithmetic #cyclicgroups #clockarithmetic #furtherpuremaths
The usefulness of #modulararithmetic when it comes to #time: The time is now 18:43, what will the time be 19 hours and 29 minutes from now, in 24 hour format? #clockarithmetic #accuracy
The set {1, 3, 5, 7} forms a group under multiplication modulo 8. Show that this group is not cyclic. *With extra notes and workings. #modulararithmetic #cyclicgroups #clockarithmetic #furtherpuremaths
The usefulness of #modulararithmetic when it comes to #time: The time is now 18:43, what will the time be 19 hours and 29 minutes from now, in 24 hour format? #clockarithmetic #accuracy
If a=bq+r, with a, b, q, r ∈ ℤ, b>0 and 0≤r<b, then a≡r(modb), a≡r(modq), r≡a(modb) and r≡a(modq). #modulararithmetic #clockarithmetic #modularcongruence #divisibility
When gcd(a, b)=c, where a, b, c, p, q, x, y ∈ ℤ, c>0 ax+by=(px+qy)*gcd(a, b) #furtherpuremaths #modulararithmetic #clockarithmetic #alevelmaths
Solve the congruence equation 2n≡26(mod14). #modulararithmetic #clockarithmetic #furtherpuremaths #alevelmaths
If a≡b(modm), then ka=(kb)(modm)... #furtherpuremaths #modulararithmetic #clockarithmetic #mathematicsproofs
How to show that if a|b and b|c, then a|c when a, b, c E Z where a≠0. #furtherpuremaths #modulararithmetic #clockarithmetic #divisiblity
How to show thoroughly, via #mathematicalinduction, given that a≡b(modm), aⁿ≡bⁿ(modm), where nEZ⁺... #modulararithmetic #clockarithmetic #furtherpuremaths
Find the remainder when 129¹²³ is divided by 127... #furtherpuremaths #modulararithmetic #clockarithmetic #math
Find the final digit in the number 1004²⁰⁰... #furtherpuremaths #modulararithmetic #clockarithmetic #math
Hacking the matrix of #modulararithmetic. Show that (a x b)(modm) ≡ a(modm) x b(modm)#clockarithmetic #logic #abstraction
Find the remainder when 1!+2!+3!+...+50! is divided by 21... #modulararithmetic #clockarithmetic #furtherpuremaths #alevelmaths
Find the remainder when 1!+2!+3!+4!+...+99!+100! is divided by 15... #modulararithmetic #clockarithmetic #furtherpuremaths #math
Have you ever thought about why aⁿ≡bⁿ(modm)? #modularcongruence #modulararithmetic #clockarithmetic #alevelmaths
When gcd(a, b)=c, where a, b, c, p, q, x, y ∈ ℤ, c>0 ax+by=(px+qy)*gcd(a, b) #furtherpuremaths #modulararithmetic #clockarithmetic #alevelmaths
If a≡b(modm), then ka=(kb)(modm)... #furtherpuremaths #modulararithmetic #clockarithmetic #mathematicsproofs
Solve the congruence equation 2n≡26(mod14). #modulararithmetic #clockarithmetic #furtherpuremaths #alevelmaths
Find the final digit in the number 1004²⁰⁰... #furtherpuremaths #modulararithmetic #clockarithmetic #math
Find the remainder when 1!+2!+3!+...+50! is divided by 21... #modulararithmetic #clockarithmetic #furtherpuremaths #alevelmaths
Find the remainder when 129¹²³ is divided by 127... #furtherpuremaths #modulararithmetic #clockarithmetic #math
How to show that if a|b and b|c, then a|c when a, b, c E Z where a≠0. #furtherpuremaths #modulararithmetic #clockarithmetic #divisiblity
If a=bq+r, with a, b, q, r ∈ ℤ, b>0 and 0≤r<b, then a≡r(modb), a≡r(modq), r≡a(modb) and r≡a(modq). #modulararithmetic #clockarithmetic #modularcongruence #divisibility
Hacking the matrix of #modulararithmetic. Show that (a x b)(modm) ≡ a(modm) x b(modm)#clockarithmetic #logic #abstraction
How to show thoroughly, via #mathematicalinduction, given that a≡b(modm), aⁿ≡bⁿ(modm), where nEZ⁺... #modulararithmetic #clockarithmetic #furtherpuremaths
The usefulness of #modulararithmetic when it comes to #time: The time is now 18:43, what will the time be 19 hours and 29 minutes from now, in 24 hour format? #clockarithmetic #accuracy
The set {1, 3, 5, 7} forms a group under multiplication modulo 8. Show that this group is not cyclic. *With extra notes and workings. #modulararithmetic #cyclicgroups #clockarithmetic #furtherpuremaths
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