Question

How do you write the number 5.869 × 1011 in standard form?

Answer 1

go ahead.

Answer 2

go ahead, ninja

Answer 3

oh she left

Answer 4

you mean \(\large\color{slate}{ 5.869\times 10^{11}}\) ?

Answer 5

yeah sorry lol

Answer 6

for any integer c, where \(\large\color{slate}{ c\ne0}\).

\(\large\color{teal}{ \text{_}{\scriptsize~}.\text{_}{\scriptsize~}\text{_}{\scriptsize~}\text{_}\times 10^{\LARGE c}}\) move the decimal c spouts to the right.

\(\large\color{teal}{ \text{_}{\scriptsize~}.\text{_}{\scriptsize~}\text{_}{\scriptsize~}\text{_}\times 10^{\LARGE -c}}\) move the decimal c spouts to the left.

Answer 7

i have no idea what that means lol

Answer 8

i kinda suck at math

Answer 9

I will give you examples

Answer 10

I also suck at math

Answer 11

For example:

\(\large\color{teal}{ 12{\scriptsize~}.3\times 10^{\LARGE -2}}\) >>> \(\large\color{teal}{ 0.{\scriptsize~}123}\)

\(\large\color{teal}{ 56{\scriptsize~}.41234\times 10^{\LARGE 4}}\) >>> \(\large\color{teal}{ 564123.{\scriptsize~}4}\)

Answer 12

ok i get it thanks

Answer 13

yw:)

Answer 14

you are just moving the decimal.

Answer 15

can you show me what you get, to verify your answer/