asinus

200 + 20 000 000 + 100 = 20 000 300

x verhält sich zu 14 Spielen, wie 100% zu 53 Spielen.

\(\frac{x}{14}=\frac{100\%}{53}\)

\(x = 14 \times \frac{100\%}{53}\)

x = 26.4150943396 %

Hallo Gast!

Wenn ich 14 von 53 Spielen gemacht habe, wie viel % der Spiele habe ich dann gemacht?

53 Spiele sind 100%,

14 Spiele sind x %

x verhält sich zu 14 Spielen, wie 100% zu 53 Spielen.

x / 14 = 100% /53

\(\frac{x}{14}=\frac{100\%}{53} \)

x = 14 * 100% / 53

\(x = 14 \times \frac{100\%}{53}\)

x = 26.4150943396 %

Gruß asinus :- )

   !

what is the full number of "2.0163e+006"?

2.0163e+006 = 2.0163 * 10⁶    = 2.016300

40000000000=(66-77)+25?

40 000 000 000 = (66 - 77) + 25 + 39 999 999 986

Hello Guest!

If you had lines x + y = 9 and x + y = 9. Are they parallel or other?

This problem confues me because parallel lines dont intersect.

The two equations are identical.
Cover yourself.
The two lines are still in parallel.

Greeting  asinus :- )

   !

Good Morning Guest!

Which is the quotient of (2.981 x 1020) / (3.25 x 103) in scientific notation?

\(= \frac{2.981 \times 1.020E3}{3.25\times 0.103E3} \) 

\(= \frac{2.981 \times 1.020}{3.25\times 0.103}\) 

\(= 9.08325616131\) 

Was that what you meant?

Greeting asinus :- )

   !

Good evening Guest!

determine whether u and v are orthogonal, parallel or neither.

u= (4,7) 

v= (-28,8)

The slope of the function through the points u and v is

 \(m = \frac{y(u)-x(u)}{y(v)-x(v)} = \frac{7-4}{8+28} = \frac{1}{12} \) 

The connection line u - v is not perpendicular or parallel to the abscissa axis of the Cartesian coordinate system.
The slope to the abscissa is

\(m = \frac{1}{12} \)

I hope I have understood your question correctly.

Greeting asinus :- )

   !

Hallo idiota!

Donde, por favor, la capital de América del Sur

y América del Norte es el cuerno en el mercado central?

Muy curioso, asinus : - )   !

1.261E-5?

1.261E-5 = 1.26 * 10^-5 = \(\frac{1.26}{10^{5} } \) = 0.0000126