Dividing by 7:
Related Articles
- This means $ n = 7k + 3 $ for some integer $ k $.
- We want $ 1 \leq 7k + 3 \leq 100 $.
- Subtracting 3 from all parts:
- -\frac{2}{7} \leq k \leq \frac{97}{7} \approx 13.857
- Since $ k $ must be a non-negative integer, valid values are $ k = 0, 1, 2, ..., 13 $, which gives 14 values.
- Thus, there are $ \boxed{14} $ integers between 1 and 100 that are congruent to 3 modulo 7.
Trending Articles
Unlock Hisi Amazon Casual Outfit: The Secret Loadout Every Pro Gamer Uses?
What Secret Horror Hides In The Asylum Board Game?
The Secret Behind Home Sweet Hoe That No One Told You
Can You Survive The Asylum Board Game? You Decide.
Cave Johnson Rant: The Secret That Almost Broke Portal
Chrono Corsair Glitch: Get it for Free!
Is Glitch Skibidi Toilet Secretly Cursed?
What If The Oregon Trail 2021 Fixes The Original's Biggest Flaw?
Is This the Most Overpowered AOS Battleforce Box We've Seen?
Hello Test Test Test: The Glitch Level Everyone Is Beating