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How to do probability problems in high school mathematics
First find out the distribution list of XY, and then do it according to the calculation formula of the mean value of discrete random variables.

It is difficult to estimate the distribution of XY. Under the condition that X and Y are not independent, P(AB)=P(A)P(B/A) is calculated by conditional probability.

Encyclopedia of senior high school formulas: Encyclopedia of senior high school mathematical formulas: sum of two angles formula SIN (a+b) = SINA COSB+COSABSIN (a-b) = SINA COSB-SINB COS (a-b) = COSA COSB+SINA SINB NBTAN (a+b). =(tanA+tanB)/( 1-tanA tanB)tan(A-B)=(tanA-tanB)/( 1+tanA tanB)ctg(A+B)=(ctgActgB- 1)/(ctg B+ctgA)ctg(A-B)=(ctgActgB+ 1)/ (ctg B-ctgA) angle doubling formula tan2a = 2tana/(1-tan2a) ctg2a = √ ((kloc-0/-COSA)/2) sin (a/2) =-√ (1-COSA)/2. =√(( 1+cosA)/2)=(( 1-cosA)/(( 1+cosA))tan(A/2cos((A-B)/2 cosA+cosB = 2cos((A+B)/2)sin((A-B)/2)tanA+tanB = sin(A+B)/ COSA COSB TANA-TANB = SIN (A-B)/COSA COSB CTGA+CTGBSIN (A+B)/SINA SINB-CTGA+CTGBSIN (A+B)/SINA SINB The sum of the first n items in the partial sequence is 1 +2+3+4+5+6+7+8+9+…+n = n= N2 2+4+6+8+ 10+ 12+ 14+…+(2n)= n(n+ 1) 12+22+32+42+52+62+72+82+…+N2 = n(n+ 1)(2n+ 1)/6 13+23+33