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In This Right Triangle, Find the Ratios of Shortest Length 1148.11066;10661148.1\frac{1148.1}{1066} ; \frac{1066}{1148.1}

Question 20

Multiple Choice

In this right triangle, find the ratios of shortest length to longest length and of longest length to shortest length.
 In this right triangle, find the ratios of shortest length to longest length and of longest length to shortest length.   A)   \frac{1148.1}{1066} ; \frac{1066}{1148.1}  B)   \frac{426.4}{1148.1} ; \frac{1148.1}{426.4}  C)   \frac{1148.1}{426.4} ; \frac{426.4}{1148.1}  D)   \frac{1066}{1148.1} ; \frac{1148.1}{1066}


A) 1148.11066;10661148.1\frac{1148.1}{1066} ; \frac{1066}{1148.1}
B) 426.41148.1;1148.1426.4\frac{426.4}{1148.1} ; \frac{1148.1}{426.4}
C) 1148.1426.4;426.41148.1\frac{1148.1}{426.4} ; \frac{426.4}{1148.1}
D) 10661148.1;1148.11066\frac{1066}{1148.1} ; \frac{1148.1}{1066}

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