Math, asked by aga17, 9 months ago

WILL GIVE BRAINLIEST!!!
The arithmetic progressions {8; 14; : : } and {12; 20; : : } have some common values. What is the largest value less than 500 that they have in common? Thanks.

Answers

Answered by abdulrahmanfarharth

2

Answer:

answer is 476

Step-by-step explanation:

The 83rd term of 1st Arth. Prog is 500 when you substitute to the equation

Tn=a+(n-1)d where a=8 the first term and d=6 the common difference n is the term number and Tn is the number represented on the nth term.

470,476,482,494,500 -----> 1st Arth. Prog

like wise for the second Arth. Prog

468,476,484,492,500------> 2nd Arth. Prog

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