n C x = n! / x!(n - x)!
n! = n(n - 1)(n - 2) .... and so on .
6 C 1 = 6
5 C 3 = 10
2 C 2 = 1
Expression = 6 * 10 * 1 = 60
= 60
Use the following values to evaluate the expression below: X ∈ ∈ {13, −25, −7, 15, 24}\ (Σi=1nxi)2 ( Σ i = 1 n x i ) 2
5. Evaluate the value of arcsin (-2) 6. Evaluate the expression sin (arcsin (-3)). 7. Evaluate the expression arctan(cos(it)). 8. Evaluate the expression tan (arcsin (-2)
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OSCAT18.3.114 2. OSCAT1 8.3.113. 0/1 Evaluate the expression. Evaluate the expression. sin-1(-1) sin radians radians OSCAT1 7.2.093 0/1 Submissions Used Use the figure below to find the exact value of the trigonometric functie tan(A) OSCAT1 9.3.109. 0/1 Submissions Used Simplify to an expression of the form (a sin(0)). 2 sin(x) 2 cos(9) 7 17 OSCAT1 7.2.106. 0/1 Submissions Used Use a calculator to find the length of each side to four de clinic Used
13. Evaluate each expression. e. 6P4 i. gP2 j. iP3 b. 9! f. 12P8 C. 0! 8. 7P7 d. 1! h. 4Po
Clear handwriting is always appreciated, thanks! /2 y/3 2/y 13) Evaluate /2 y/3 2/y 13) Evaluate
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38. Evaluate the expression (20).
These are questions pertaining to Java. Incorrect Question 1 0/1 pts Evaluate the below expression. Perform a step-by-step evaluation to clearly understand how a computer would evaluate the expression. You will need to solve these questions manually in the exam, without being able to evaluate these expressions using a Java program, so please learn this and indicate the answer. (40/3 +974) 30 Incorrect Question 2 0/2 pts Evaluate the below expression. Perform a step-by-step evaluation to clearly understand how a...