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##log 0.01####=-2## ##log 0.01## ##=log (1/100)## ##=log (1/10^2)## ##=log 10^-2##-> use property ##x^-n=1/x^n## ##=-2 log 10##-> use property ##log_b x^n = n log_b x## ##=-2(1)##-> log […]

## x+1-4/(x^3+3x^2+8)## By actual division of volume by base area we get height ##= x+1-4/(x^3+3x^2+8)##

Prefix giga means ##10^9##. For example 1 gigabyte means ##10^9##bytes

The reciprocal function is: ##f(x)=1/x## It’s graph is as following: This is an example of asymptote. Since ##x## can take all values except ##0## for ##f(x)## […]

Vertical: x=3; no Horizontal asymptote; Oblique: y=x+5 1) The vertical depend on the ; the domain is obtained by solving the following: ##x^2-5x+6!=0## that is solved […]

I found: ##(2pi/3)## Consider the following diagram: We can see that the relationships between rectangular and are: ##r=sqrt(x^2+y^2)## ##theta=arctan(y/x)## and: ##x=rcos(theta)## ##y=rsin(theta)## In your case: ##x=1## […]

If you use the properties of logarithms you will need to refer to these: OR ##lne^z = z## where ##a## and ##b## are constants ##e = […]

A Newton is a measure of force defined as: ##1## Newton ##= (1 kg * m)/(s^2)##

Formula: ##a_n = -3n + 11## : ##N## By definition an arithmetic sequence is of the form… ##a_n = a_1 + (n-1)d## Where ##n## is the […]