19 is proportional to which of the following numbers?
190%
4.76
4/76
76/4
The Correct Answer is D
To determine which number is proportional to 19, we need to identify which option represents the same ratio or value as 19.
190%:
Convert 190% to a decimal: 190% = 
= 1.91
19 is not proportional to 1.9. Therefore, the option is not correct.
4.76:
Compare 19 to 4.76: 19 is not proportional to 4.76. Therefore, the option is not correct.
:
Simplify 
: 
= 
Compare 19 to 
: 19 is not proportional to 
. Therefore, the option is not correct.
:
Simplify 
: 
=19
19 is proportional to 19. Therefore, the option is not correct.
Therefore, the correct answer is 
.
Nursing Test Bank
Naxlex Comprehensive Predictor Exams
Related Questions
Correct Answer is C
Explanation
Convert each given option to a percentage and then compare:
86.2%: This is already in percentage form: 86.2%.
: Convert to percentage by multiplying by 100:
×100=86.2%
8.62: Convert to percentage by multiplying by 100:
8.62×100=862%
86.2: Convert to percentage by multiplying by 100:
86.2×100=8620%
So, the correct option that is the same as 862% is: 8.62
Correct Answer is C
Explanation
To divide 
by 
, we multiply 
by the reciprocal of 
:
÷ 
= 
× 
Now, perform the multiplication:
× 
= 
Simplify the fraction 
:
The greatest common divisor (GCD) of 54 and 56 is 2, so:
= 
Thus, the correct answer is:
So the correct choice is: 
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