Question

A color photograph taken with a digital camera is converted into digital format using 4\cdot10^04⋅10 0 4, dot, 10, start superscript, 0, end superscript bytes per pixel. Photographs taken with the camera each have 2.2\cdot10^62.2⋅10 6 2, point, 2, dot, 10, start superscript, 6, end superscript pixels. How many bytes are there in one photo?

Answer 1

Answer:

$8.8*10^{6}$  Bytes (or 8,800,000 Bytes)

Step-by-step explanation:

There are  $4*10^{0}$ Bytes per Pixel

Also

Each Photographs have $2.2*10^{6}$ Pixels

To find bytes in 1 photo , we have to multiply both the numbers (in scientific notation) above.

Let's remember the rule of multiplying 2 numbers in scientific notation:

$(a*10^b) * (x*10^y)=(a*x)*10^{b+y}$

Following this rule we have:

Number of Bytes = $(4*10^0)*(2.2*10^6)=(4*2.2)*10^{0+6}=8.8*10^{6}$

or 8,800,000 Bytes

Answer 2

Answer:

8.8*10^{6}  Bytes (or 8,800,000 Bytes)

Step-by-step explanation: