Q1. How many pairs of ordered numbers exist such that their sum, product, and quotient are the same?

College Algebra
10th Edition
ISBN:9781337282291
Author:Ron Larson
Publisher:Ron Larson
Chapter1: Equations, Inequalities, And Mathematical Modeling
Section1.3: Modeling With Linear Equations
Problem 61E
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Q1. How many pairs of ordered numbers exist such that their sum, product, and quotient are the same?

Q2. Find all a, b, c ER that satisfy both equations:
a+b+c=63
ab + bc + ac = 2021​

Q3. Find f(2021) if function f satisfies following conditions:

* f(1)=1

*f(x+y)=

Question 3
11:48:02
The sequence of positive whole numbers is given such that a, < a2 and a,2 = an+1 + an for n >1. If a7 = 120, find ag.
PREVIEW
Transcribed Image Text:Question 3 11:48:02 The sequence of positive whole numbers is given such that a, < a2 and a,2 = an+1 + an for n >1. If a7 = 120, find ag. PREVIEW
5/5
Question 4
11:47:55
If æ, y, z E N, solve the equation:
2
3
1
1
y
Transcribed Image Text:5/5 Question 4 11:47:55 If æ, y, z E N, solve the equation: 2 3 1 1 y
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