Question 1
The value of the complex ratio $\frac{(0.5000)(0.3333)(0.2500)}{(0.1667)(0.1250)(0.5000)}$ is highly approximated to:
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Decimal and Fraction Level - 3
50 questions. Choose an option and see at once whether it was right, with the correct answer and a worked solution. No timer, and nothing to submit.
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Question 2
The value of the complex ratio $\frac{(0.6667)(0.7500)(0.2000)}{(0.5000)(0.4000)(0.2500)}$ is highly approximated to:
Question 3
The value of the complex ratio $\frac{(0.8333)(0.5000)(0.6000)}{(0.3333)(0.2500)(0.6250)}$ is highly approximated to:
Question 4
The value of the complex ratio $\frac{(0.3750)(0.8000)(0.1667)}{(0.2500)(0.2000)(0.7500)}$ is highly approximated to:
Question 5
The value of the complex ratio $\frac{(0.3750)(0.8000)(0.1667)}{(0.2500)(0.2000)(0.7500)}$ is highly approximated to:
Question 6
The value of the complex ratio $\frac{(0.4444)(0.5000)(0.7500)}{(0.3333)(0.1667)(0.5000)}$ is highly approximated to:
Question 7
The value of the complex ratio $\frac{(0.6250)(0.8000)(0.3333)}{(0.2500)(0.3333)(0.8333)}$ is highly approximated to:
Question 8
The value of the complex ratio $\frac{(0.4000)(0.8333)(0.7500)}{(0.1250)(0.6667)(0.6000)}$ is highly approximated to:
Question 9
The value of the complex ratio $\frac{(0.3333)(0.3750)(0.8000)}{(0.2000)(0.2500)(0.1667)}$ is highly approximated to:
Question 10
Q10. The value of the complex ratio $\frac{(0.7777)(0.4285)(0.5000)}{(0.1667)(0.6667)(0.2500)}$ is highly approximated to: