Question

for each question below, you will be given 4 numbers you will need to find which pair of these numbers can be divided to give a number within a desired range. there is only one pair of numbers that works, and as soon as you find it, you can enter that answer. question 1 choose the two of the following that when divided have a result close to 0.7 (the result will be the only result between 0.6 and 0.81). 2.7 20 34 50 question 2 choose the two of the following that when divided have a result close to 40 (the result will be the only result between 34 and 46). 0.34 0.6 0.8 23 question 3 choose the two of the following that when divided have a result close to 80 (the result will be the only result between 68 and 92). 40 50 70 5800

Explanation:

Question 1

Step1: Test all valid pairs

$\frac{2.7}{20}=0.135$, $\frac{2.7}{34}\approx0.079$, $\frac{2.7}{50}=0.054$, $\frac{20}{34}\approx0.588$, $\frac{20}{50}=0.4$, $\frac{34}{50}=0.68$

Step2: Identify pair in range

0.68 is between 0.6 and 0.81.

Question 2

Step1: Test all valid pairs

$\frac{0.34}{0.6}\approx0.57$, $\frac{0.34}{0.8}=0.425$, $\frac{0.34}{23}\approx0.015$, $\frac{0.6}{0.8}=0.75$, $\frac{0.6}{23}\approx0.026$, $\frac{23}{0.6}\approx38.33$, $\frac{23}{0.8}=28.75$, $\frac{23}{0.34}\approx67.65$

Step2: Identify pair in range

38.33 is between 34 and 46.

Question 3

Step1: Test all valid pairs

$\frac{40}{50}=0.8$, $\frac{40}{70}\approx0.57$, $\frac{40}{5800}\approx0.0069$, $\frac{50}{70}\approx0.71$, $\frac{50}{5800}\approx0.0086$, $\frac{70}{5800}\approx0.0121$, $\frac{5800}{40}=145$, $\frac{5800}{50}=116$, $\frac{5800}{70}\approx82.86$

Step2: Identify pair in range

82.86 is between 68 and 92.

Answer:

1. 34 and 50
2. 23 and 0.6
3. 5800 and 70