Ask a New Question

Asked by ayan

How many pairs of integers (x,y) satisfy the conditions y=3x−1, 6x−2y=2 and 0≤x≤25?
12 years ago

Answers

Answered by Sri
26
By substitution method, we find that there is an integer y for every value of x from 0 to 26
12 years ago

Related Questions

2 pairs of shoes, 5 pairs of pants, and 6 shirts on a trip. Assuming all items are compatible, how m... # Electron Pairs # Lone Pairs Electronic Geometry Molecular Geometry Lewis Structure Sketch of... Using these integers:-1,+6,-8,+3,-2 a) Which integers have the greatest product? Show your work.... Which set of integers is not closed under what operation? + - x Division I thought it was divis... How many pairs of integers (not necessarily positive) are there such that both a2+6b2 and b2+6a2 are... How many different integers, n, are there such that the difference between 2 x n squared and 7 is le... Find all pairs of integers whose difference is 5 and product is 234. How many pairs of integers $(b,c)$ satisfy the equation \[\frac{b + 7}{b + 4} = \frac{c}{9}?\] the ordered pairs pairs (1,36), (2,49), (3,64). (4,81), and (5,100) represent a function. What is a... Given the set of integers 1-20 , what is the probability of selecting a number that is divisible by...
Ask a New Question
Archives Contact Us Privacy Policy Terms of Use