In scientific notation there should be a single digit before the decimal point
So you need to write 2.65 times 10 to the power of something
26.6 billion is normally written 26,500,000,000, count the digits after the 2, there are 10 of them
So you need to write 2.65 x 1010
To convert ( 2.65 \times 10^{11} ) to standard notation, you move the decimal point 11 places to the right. This gives you ( 265,000,000,000 ). Thus, ( 2.65 \times 10^{11} ) in standard notation is 265 billion.
It is: 2.65*105
265 = 265/1
40% of 265= 40% * 265= 0.4 * 265= 106
.80 * 265 = 21280% of 265 = 212
In fraction notation 265/125 = 2 3/25. 3/25 in decimal notation is 0.12. Therefore the answer is 2.12 in fraction notation.
To convert ( 2.65 \times 10^{11} ) to standard notation, you move the decimal point 11 places to the right. This gives you ( 265,000,000,000 ). Thus, ( 2.65 \times 10^{11} ) in standard notation is 265 billion.
It is: 2.65*105
This could be written as (265 / 2) ■
-2.65 = -265/100.
It is written on the side of the tire.
265 = 265/1
40% of 265= 40% * 265= 0.4 * 265= 106
60% of 265= 60% * 265= 0.6 * 265= 159
30% of 265 = 30% * 265 = 0.3 * 265 = 79.5
-2.65 = -265/100 or 265/-100 or -53/20 or 53/-20 or -106/40 or 106/-40 or an infinite number of other ways.
.80 * 265 = 21280% of 265 = 212