Scientific Notation

you weigh the block on a balance get its mass

if it is a regular shape block so the volume should be length * weadth * breadth (side * side * side) the density = mass / volume

Scientific Notation helps scientists write big or small numbers in a shorthand way. For example, instead writing 5,230,000,000,000 it would just be easier to write 5.23 x 10 to the 14th power.

340 = 3.4 × 102

It is: 2.8*10^6

1.0201x10-3

It is: 1.95*10^14 in scientific notation

5 x 10^-1

It is: 5.9*10^7

It is: 3.210901*10^11

It is: 4.9*10-1

1.5 x 10 ^ 10

7.42 × 106

5600000 = 5.6 x 106

1.0*10-13 m

It is in scientific notation if it looks like

±a*10±b, where a is a number between 1 and 10 (1 ≤ a < 10) and b is an integer.

2.786*10-5

It is: 4.6*10-5

1.0 × 109

1.69x10-3

Move 2 decimal places to the right, so the exponent for base 10 is -2. Therefore, 0.025 in Scientific Notation is 2.5 x 10-2

Scientific notation is 5.80 x 10^2.

It is: 3.91*10^3

It is: 9.0*10^3

It is: 9.9*10^-3

It is: 1.2312*10^13