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Which Pair Of Undefined Terms Is Used To Define a Ray?

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A. Point And Line Segment B. Point And Line C. Line And Plane D. Plane And Line Segment Correct Answer: B. Point And Line A single origin point that stretches infinity in one direction defines a ray. A ray's origin point and a point in its direction are the two points that define it in ...

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The Roman Numerals in your Password should Multiply to 35

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The Roman numerals in the password that multiply to 35 are VVII. However, it's important to mention that Roman numerals aren't typically recommended for passwords, as they tend to be more predictable and offer less security than a combination of letters and numbers. Related Question-  What is ...

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What is an Acute Scalene Triangle?

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An acute scalene triangle is a triangle where each side and angle has a different length and measurement, and all of the angles are less than 90 degrees. This triangle has combination of both an acute triangle and a scalene triangle. Also Read-  Which Pair of Triangles can be Proven Congruent ...

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Which system of Linear Inequalities has the Point (2, 1) in its Solution Set?

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A. y<-x+3 B. y≤1/2x+3 Correct Answer: B Explanation: Since point(2,1) has x = 2, y=1 substitute x=2 into y<-x+3 then we get:   y<-2+3   y<1 ( which does not satisfy the inequality condition on y =1) substitute x=2 into y≤1/2x+3 then we get:   y≤1/2(2)+3 ⇒  y≤1+3 ...

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Which r–Value Represents the Strongest Negative Correlation?

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A. –0.7 B. –0.22 C. 0.38 D. 0.9 Correct Answer: A. -0.7 Explanation: –0.7 is the r-value that indicates the strongest negative connection. The correlation coefficient, or r-value, is a number between –1 and 1. Strong negative correlations are indicated by values closer to –1, strong ...

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Which is the Graph of f(x) = 100(0.7)x?

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  Correct Answer: B. As the Function f(x) = 100(0.7)^x  , it can also be written as y = 100(0.7)^x because we know that y=f(x): So put the value of x =0 in the given function we get  y = 100(0.7)^x y = 100(0.7)^0 y = 100(1) y = 100 So (x=0,y=100) is one coordinate on the graph  Same ...

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