Irrational Numbers: Examples & Non-Examples Explained

High School
Algebra
Algebra I
Irrational numbers

Are all irrational numbers also normal numbers (probability of each decimal is equal)?

rigliztetbf 2022-06-25

If $a$ is rational and $b$ is irrational number and we know that $a b$ is rational, then what can we say about $a / b$ ? Is true that it's equal to 0?

Lovellss 2022-06-25

If $d$ is a positive integer, then the $\sqrt{9 d^{4} + 132 d^{2} - 16}$ is an integer or an irrational number? This question appears in my attempt to prove that the only triangle with integers for sides and area in arithmetic progression has sides $(3, 4, 5)$ and area $6$ .

Lucille Cummings 2022-06-24

Prove the sum of $\sqrt{3} + \sqrt[3]{4}$ is Irrational number

Makayla Boyd 2022-06-24

Show that $\sqrt{a b c}$ is irrational if $a, b, c$ , and $\sqrt{a} + \sqrt{b} + \sqrt{c}$ are irrational.

Tristian Velazquez 2022-06-24

Prove that $\log_{36} 30$ is irrational number.

Mara Cook 2022-06-24

How to simplify $\sin (π^{x})$ , with x being a positive irrational number?

Theresa Archer 2022-06-24

Can an arbitrary non-terminating and non-repeating decimal be represented in any other way?

protestommb 2022-06-24

Is irrational times rational always irrational?

Taniyah Estrada 2022-06-24

Can an irrational always be found by multiplying irrationals?

Dayami Rose 2022-06-24

Is an irrational number, such as $π$ or $\sqrt{2}$ , guaranteed to contain every possible digit sequence somewhere within it? Is there no proof for this?

Mayra Berry 2022-06-24

Prove: For every rational number $x$ and every irrational number $y$ , $x + y$ is irrational.

Emmy Dillon 2022-06-24

How can an convergent series of rational numbers result in a irrational number?

gnatopoditw 2022-06-24

Is there an algorithm to calculate any real number. Given $a \in R$ .

seupeljewj 2022-06-23

If $a + b$ is an irrational number. Is $a - b$ an irrational number, too?

Santino Bautista 2022-06-23

Are there conditions that imply irrational to the power of irrational will be rational ?

Dale Tate 2022-06-23

Is there an explicit irrational number which is not known to be either algebraic or transcendental?

Gabriella Sellers 2022-06-23

Prove: In every interval there is a rational and an irrational number.

migongoniwt 2022-06-23

How to define an irrational to the power an irrational?

telegrafyx 2022-06-22

Can we find any base, in which, a rational number is written as a irrational number?

The use of irrational numbers is quite common for the Engineering disciplines where various irrational numbers equations are used to determine the rightfulness of some calculations or tasks that require prognosis. As a way to make things easier, you can take a look at the list of questions related to irrational numbers and receive immediate help as you look through the list of answers.

If you need additional assistance or feel unsure about your task, simply compare these examples with your task and proceed from there.

Algebra I

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