Suppose we have a ratio R of two numbers that happens to be a power of ten. In o
ID: 1783570 • Letter: S
Question
Suppose we have a ratio R of two numbers that happens to be a power of ten. In other words, R=10, or R=100, or R=1000000, all of which are some number of zeros after the number 1. The left column below represents bels. Select the corresponding ratio R in the right column that matches the bels in the left column. Enter your result as a string of 5 letters, in the correct order, e.g., DACBE.
The left column below now represents decibels. (Remember that 10 decibels is the same quantity as 1 bel.) Select the corresponding ratio R in the right column that matches the decibels in the left column. Enter your result as a string of 5 letters, in the correct order, e.g., DACBE.
1) 0 A. 0.01 2) -2 B. 10000 3) 6 C. 1000000 4) 4 D. 100 5) 2 E. 1Explanation / Answer
First part
1) 0 -> 10^0 = 1 (E)
2) -2 -> 10^-2 = 0.01 (A)
3) 6 -> 10^6 = 1000000(C)
4) 4 -> 10^4 = 10000 (B)
5) 2 -> 10^2 = 100 (D)
Hence, ans is: E,A,C,B,D
Second part
Similar as the first part, here 10 represent 1.
1) B
2) E
3) C
4) A
5) D
Ans:B,E,C,A,D