. SE Here are some warm-up questions: Q: Aonk u a) What are the possible values that can show up when adding the dots of two dice? The possible values thort can be showh up when add ing the dots of two dice are 2,3,4,5,6,7,8,9,10,,ond 12. u P b) Are there an equal number of odd and even values among the sums you listed in part a)? Yeathere is an equal humber of odd and even values amongthe sumsI listed in port(a), Smod c) Are all the values listed in part a) equally likely? Or are some more likely than others? CHI EPr os The Suma are hotequally likely because some are more likely thon others. xtorl pr g9uiobol sr ip ci e oy gool nanh -. 9oM biino bi oth + Start by thinking about the different ways you can make a sum of 6. What should be the probability of rolling a sum of 6? W01 chs ou blio 2ilonaid- $noleeu 3io2 # 8.5.J wwotl ton ob OV.SIba lO1ucy 910100 9btionuods anoini uoytsw 9ou 2smooJUO So no yoe ni suov enaris 9rdtaitdW e) To analyze th is problem, you need to find all possible outcomes of rolling two dice. We can organize these possible rolls in a table. It is helpful to think about the two dice having different colors. Fill in the table on the right with the sum of the spots for each of the pairs above. One value is filled in: 4+3 7. SXS 1 2 6 1 dw 4 7 5 6

Q: Answer parts a and b. a. n(A U B) = 18, n(AB) = 5, and n(B) = 15, find n(A). b. If n(A) = 14, n(B) =…

A: (a)  given data, (i)   n(A∪B)=18(ii)  n(A∩B)=5(iii)  n(B)=15

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A:

Q: 2. SL(2- xz)dydxdz

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Q: Shade (A U B) ∩ (C-A)'

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Q: y* +1 fG) = y?

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A:

Q: Evaluate for r= (- 2,0), s = (- 5, – 1), and t= (-4,1). 2r - (s + t) = (OD (Simplify your answers.)

A: To find:2r-s+tr=-2, 0, s=-5, -1, t=-4, 1

Q: E==Iw2 + U, for I 2.

A: Given:              E=12I W2+U           E-U=12I W2   Multiplying 2 on both sides        2E-U=2×12I…

Equations and Inequations

Equations and inequalities describe the relationship between two mathematical expressions.

Linear Functions

A linear function can just be a constant, or it can be the constant multiplied with the variable like x or y. If the variables are of the form, x2, x1/2 or y2 it is not linear. The exponent over the variables should always be 1.