asinus

Das ist hochinteressant, Melody,

vielen Dank!

.

Leonard Euler hat zuerst die 1 dazugenommen, später aber nicht mehr.

Die andere Bedingung,

eine Primzahl ist eine natürliche Zahl, die genau zwei natürliche Zahlen als Teiler hat,

schließt die 1 aus.

Leonard Euler first added the 1, but later he did not.
The other condition,
a prime number is a natural number that has exactly two natural numbers as divisors,
closes the 1.

Greeting asinus :- )    !

(1-4m)/8m-(3-1m^2)/2m^2

\(\Large\frac{1-4m}{8m}-\frac{3-m^2}{2m^2}\)

\(\Large=\frac{m(1-4m)-4(3-m^2)}{8m^2}\)

\(\Large=\frac{m-4m^2-12+4m^2}{8m^2}\)

\(\Large =\frac{m-12}{8m^2}\)

  !

111222333444555666777888999

+111222333444555666777888999

=222444666889111333555777998

  !

4(-x - 3) = 3x + 5(x - 2)

\(4(-x-3)=3x+5(x-2)\)

\(-4x-12=3x+5x-10\)      

                                  With sign change to the right side

\(-4x-3x-5x=-10+12\)              Calculation

\(-12x=2\)                                                  Calculation                                   

\(x=-\frac{1}{6}\)

   !

What is the LCD of 9 and 8?

\( The \ Least \ Common \ Divisor \ is\)

\(\large LCD=9\times 8 =72\)

   !

what is 9 divided by 874

\(\frac{9}{874}=1.02974828375\times 10^{-2}\)

  !

Was ist 20cm ×1000m?

Eine Fläche A.

\(A=20cm\times 1000m\times \frac{m}{100cm}=200m^2\)     !

2x^5-9x^4+12x^2+10x-3

\(f(x)=2x^5-9x^4+12x^2-3\)

{nl} im stuck with second root, ik that first one is x-1, but lost how to continue : \(\Large ?\)

2x^4-7x^3+5x^2-7x+3

\(f(x)=2x^4-7x^3+5x^2-7x+3\)

\(x_1=\frac{1}{2}\)                         \( x_2=3\)      !

what is a

y=a(x-2)^2+3.5

\(y=a(x-2)^2+3.5\) Subtract 3.5,

                                        divide (x-2)² on both sides

\(\large a=\frac{y-3.5}{(x-2)^2}\)        !

log base 3 of log base 2 of 8 equals what???

\(log_3(log_2 \ 8 )=what?\)

\(log_2 \ 8=3 \)

\(log_3 \ 3=1\)

\(log_3(log_2 \ 8 )=1\)

   !