algebra

Find the sum of the infinite geometric progression 6, -2, \(2/3\), ...

Find the sum of 1, \(-\frac{1}{5}, \frac{1}{25}\)

Find the ratio of an infinite geometric progression if the sum is 2 and the first term is \(1/2\).

If equal spheres are piled in the form of a complete pyramid with an equilateral triangle as base, find the total number of spheres in the pile if each side of the base contains 4 spheres.

Find the \(6^{th}\) term of the sequence 55, 40, 28, 19, 13,...

__________ are real numbers that cannot be expressed as a quotient of two integers

_______ is the procedure for obtaining, processing and analyzing data in an orderly manner, and for making logical decisions based on the data

The logarithm of a number to a given base is called the _________

The ____________ of a and b is the smallest positive integer that is a multiple of both a and b

_________ are irrational numbers involving radical signs

Two or more equations are equal if and only if they have the same:

The number 0.123123123.... is:

The difference between an approximate value of a quantity and its exact value is:

In algebra, the operation root extraction is called as

Terms that differ only in numeric coefficients are known as:

It represents the distance of a point from the y-axis

The ratio or product of two expressions in direct or inverse relation with each other is called:

An equation is said to be _________ if F(x) = f(x)

To compute for the value of the factorial, in symbolic form (n!) where n is a large number, we use the formula called:

If a=b, then b = a. This illustrate which axiom in algebra?