A cubical die has each of the numbers 1 to 6 on one of its six faces. Unlike most such dice, however, this one is not at all fair. In fact, if X represents the number showing on top when the die is rolled, then $A cubical die has each of the numbers 1 to 6 on one of its six faces. Unlike most such dice, however, this one is not at all fair. In fact, if X represents the number showing on top when the die is rolled, then for 1 \le j \le 6, where C is a constant. Find the value of C and Pr(2 \le X \le 4). A) C = , Pr(2 \le X \le 4) = B) C = , Pr(2 \le X \le 4) = C) C = , Pr(2 \le X \le 4) = D) C = , Pr(2 \le X \le 4) = E) C = , Pr(2 \le X \le 4) =$ for 1

\le

\le

6, where C is a constant. Find the value of C and Pr(2

\le

\le

4).
A) C = $A cubical die has each of the numbers 1 to 6 on one of its six faces. Unlike most such dice, however, this one is not at all fair. In fact, if X represents the number showing on top when the die is rolled, then for 1 \le j \le 6, where C is a constant. Find the value of C and Pr(2 \le X \le 4). A) C = , Pr(2 \le X \le 4) = B) C = , Pr(2 \le X \le 4) = C) C = , Pr(2 \le X \le 4) = D) C = , Pr(2 \le X \le 4) = E) C = , Pr(2 \le X \le 4) =$ , Pr(2

\le

\le

4) = $A cubical die has each of the numbers 1 to 6 on one of its six faces. Unlike most such dice, however, this one is not at all fair. In fact, if X represents the number showing on top when the die is rolled, then for 1 \le j \le 6, where C is a constant. Find the value of C and Pr(2 \le X \le 4). A) C = , Pr(2 \le X \le 4) = B) C = , Pr(2 \le X \le 4) = C) C = , Pr(2 \le X \le 4) = D) C = , Pr(2 \le X \le 4) = E) C = , Pr(2 \le X \le 4) =$
B) C = $A cubical die has each of the numbers 1 to 6 on one of its six faces. Unlike most such dice, however, this one is not at all fair. In fact, if X represents the number showing on top when the die is rolled, then for 1 \le j \le 6, where C is a constant. Find the value of C and Pr(2 \le X \le 4). A) C = , Pr(2 \le X \le 4) = B) C = , Pr(2 \le X \le 4) = C) C = , Pr(2 \le X \le 4) = D) C = , Pr(2 \le X \le 4) = E) C = , Pr(2 \le X \le 4) =$ , Pr(2

\le

\le

4) = $A cubical die has each of the numbers 1 to 6 on one of its six faces. Unlike most such dice, however, this one is not at all fair. In fact, if X represents the number showing on top when the die is rolled, then for 1 \le j \le 6, where C is a constant. Find the value of C and Pr(2 \le X \le 4). A) C = , Pr(2 \le X \le 4) = B) C = , Pr(2 \le X \le 4) = C) C = , Pr(2 \le X \le 4) = D) C = , Pr(2 \le X \le 4) = E) C = , Pr(2 \le X \le 4) =$
C) C = $A cubical die has each of the numbers 1 to 6 on one of its six faces. Unlike most such dice, however, this one is not at all fair. In fact, if X represents the number showing on top when the die is rolled, then for 1 \le j \le 6, where C is a constant. Find the value of C and Pr(2 \le X \le 4). A) C = , Pr(2 \le X \le 4) = B) C = , Pr(2 \le X \le 4) = C) C = , Pr(2 \le X \le 4) = D) C = , Pr(2 \le X \le 4) = E) C = , Pr(2 \le X \le 4) =$ , Pr(2

\le

\le

4) = $A cubical die has each of the numbers 1 to 6 on one of its six faces. Unlike most such dice, however, this one is not at all fair. In fact, if X represents the number showing on top when the die is rolled, then for 1 \le j \le 6, where C is a constant. Find the value of C and Pr(2 \le X \le 4). A) C = , Pr(2 \le X \le 4) = B) C = , Pr(2 \le X \le 4) = C) C = , Pr(2 \le X \le 4) = D) C = , Pr(2 \le X \le 4) = E) C = , Pr(2 \le X \le 4) =$
D) C = $A cubical die has each of the numbers 1 to 6 on one of its six faces. Unlike most such dice, however, this one is not at all fair. In fact, if X represents the number showing on top when the die is rolled, then for 1 \le j \le 6, where C is a constant. Find the value of C and Pr(2 \le X \le 4). A) C = , Pr(2 \le X \le 4) = B) C = , Pr(2 \le X \le 4) = C) C = , Pr(2 \le X \le 4) = D) C = , Pr(2 \le X \le 4) = E) C = , Pr(2 \le X \le 4) =$ , Pr(2

\le

\le

4) = $A cubical die has each of the numbers 1 to 6 on one of its six faces. Unlike most such dice, however, this one is not at all fair. In fact, if X represents the number showing on top when the die is rolled, then for 1 \le j \le 6, where C is a constant. Find the value of C and Pr(2 \le X \le 4). A) C = , Pr(2 \le X \le 4) = B) C = , Pr(2 \le X \le 4) = C) C = , Pr(2 \le X \le 4) = D) C = , Pr(2 \le X \le 4) = E) C = , Pr(2 \le X \le 4) =$
E) C = $A cubical die has each of the numbers 1 to 6 on one of its six faces. Unlike most such dice, however, this one is not at all fair. In fact, if X represents the number showing on top when the die is rolled, then for 1 \le j \le 6, where C is a constant. Find the value of C and Pr(2 \le X \le 4). A) C = , Pr(2 \le X \le 4) = B) C = , Pr(2 \le X \le 4) = C) C = , Pr(2 \le X \le 4) = D) C = , Pr(2 \le X \le 4) = E) C = , Pr(2 \le X \le 4) =$ , Pr(2

\le

\le

A Notch Is Cut Out of a Vertical Cylindrical Log

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