## Math Problem Statement

你给的答案错的很明显，688/11不余1，请重新计算给我正确答案，Find the smallest positive integer x x that satisfies all four of the following congruences: x ≡ 1 ( m o d 11 ) x≡1(mod11) x ≡ 2 ( m o d 7 ) x≡2(mod7) x ≡ 3 ( m o d 5 ) x≡3(mod5) x ≡ 4 ( m o d 3 ) x≡4

## Solution

## Ask a new question for Free

### By Image

Drop file here or Click Here to upload

## Math Problem Analysis

### Mathematical Concepts

Number Theory

Chinese Remainder Theorem

### Formulas

Chinese Remainder Theorem

### Theorems

Chinese Remainder Theorem

### Suitable Grade Level

Advanced High School

## Related Recommendation

Find the Last Two Digits of the Smallest 5-Digit Number Satisfying Modular Conditions

Solve Modular Arithmetic Problem: Divisibility and Remainders

Solving System of Congruences Using Chinese Remainder Theorem (CRT)

Solve a Modular Arithmetic Problem Using Chinese Remainder Theorem

Find the Minimum 3-Digit Number Divisible by 7, 5, and 4 with a Remainder of 2