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0.364 ( move the decimal over two spaces to the left)
If the exponent is positive, move the decimal to the right the same number of spaces as the number of the exponent. If the exponent is negative, move the decimal to the left the same number of spaces as the number of the exponent.Examples:2.5 x 103 is 2500 in standard notation. (Move the decimal to the right 3 spaces.)4.9 x 10-5 is 0.000049 in standard notation. (Move the decimal to the left 5 spaces.)
two should be left
.0125. You move the decimal point two spaces to the left.
2.00 Move the decimal (200.) left 2 spaces :)
The plural of space is spaces e.g. there were several spaces left on the bus
On his Periodic Table Mendeleev left the blank spaces, because he thought there would be elements that would follow his pattern.
-Go 5 spaces to the left, place an UP arrow. -From there, go 4 spaces up, place a LEFT arrow. -From there, go 5 spaces to the left, place a DOWN arrow. -From there, go 1 space down, place a LEFT arrow. -From there, go 3 spaces left, place an UP arrow. -From there, go 2 spaces up, place a RIGHT arrow. -From there, go 1 space to the right, place an UP arrow. -From there, go 3 spaces up, place a RIGHT arrow. -Done!
no
Dmitri Mendeleev
There were 3 blank spaces in mendeleev's Periodic Table. He left it for the elements which were not discovered at that time.
In a restaurant should the wash, rinse and sanitize signs read from left to right or right to left
1602
The pain.... /facepalm
Hieroglyphs and the hieratic signs that derived from them were most often written from right to left, but could also be written left to right or vertically downwards. The signs are always neatly grouped into invisible rectangles to make the writing neat and tidy and the signs always face the start of the line. So if the text is written right to left, the signs always face the right; if the text is left to right, the signs all face left.
Yes if you can move sideways from left to right & ignore punctuation.
oh its quite simple, lets say you have a problem like 12.5 times 2.5 first you would find how much this is which would be 3125. then to find the decimal place, just count how many spaces are in each factor (12.5 and 2.5) as you can see, the decimal in 12.5 is one space that way <. and in 2.5 the decimal is also one space that way <. so how many spaces are there? two spaces! now we go back to 3125. if we were to place the decimal, we would first count up to how many spaces there are to the left (in this case two spaces) then we would go back to our answer and count two spaces to the left: 31.25! we started out with 3125 and to find the decimal place we started before the five and counted two spaces to the left which would be < that way! ta da!