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Foundations of Algebra can be encountered both in high school and during your college studies as the foundations of algebra answer that you may need will relate to anything from engineering and social statistics to data science and programming. The tricky part is that the foundations of Algebra will include both the basics and more complex questions where finding the answers can be a draining experience. Do not worry though as we have it all from equations to calculus functions provided as the answers to let you proceed with related challenges without spending days busy trying to solve a problem.

$\frac{d}{d x} (\frac{1}{x}) = . .; x \neq 0$ $\frac{- 1}{x^{2}}$ $\frac{1}{x^{2}}$ not possible $1$

Which one of the following quadrilaterals has equal diagonals?
A)Rectangle;
B)Rhombus;
C)Trapezium;
D)Triangle

$1 l i t e r$ is equal to__________

Is 23 a prime or composite number? A)Prime number; B)Composite number; C)Cannot be determined

Why is simple interest useful?

The fifth root of $243$ is given by

How to simplify the square root of $0.01$ ?

By how much does 2 exceed (-3)

A person observes fireworks displays from the safe distance of 0.750 meters. Assuming that the sound travels at 340 meters per second in air. What is the time between the person seeing the fireworks and hearing the explosion?

How to solve $2 x - 5 = - 7$ ?

Convert $500 c m$ to meters

The distance between points (a + b, b + c) and (a – b, c – b) is ____ units.
$A) 2 \sqrt{a^{2} + b^{2}} B) 2 \sqrt{b^{2} + c^{2}} C) 2 \sqrt{2} b D) 2 \sqrt{a^{2} - c^{2}}$

What is the difference between an axiom and postulates

Divide 96 into two parts such that half of one part is equal to other part

Find: $8 \div (7 / 3)$

What do you mean by the formula $\frac{p}{q}$ ?

What is a prime number between $10$ and $20$ ?

Sum of four consecutive odd numbers is 40 find the numbers

Which one is smallest?0.1, 0.05, 0.02, 0.01
A)0.1;
B)0.05;
C)0.02;
D)0.01

How do we measure friction?

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