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julius-n

julius-n

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julius-n
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  • Not sure what you are supposed to be doing. if you are converting decimal 1600 to base 40 then here it is. 1600 / 40 = 40 R 0 40 / 40 = 1 R 0 answer = 100 if you are converting 1600 base 40 to decimal then the answer is: 73,600
  • Not sure what you are supposed to be doing. if you are converting decimal 1600 to base 40 then here it is. 1600 / 40 = 40 R 0 40 / 40 = 1 R 0 answer = 100 if you are converting 1600 base 40 to decimal then the answer is: 73,600
  • here is the probability distribution for your two experiments: Binomial Distribution: n= 2 p= .02 µ = .04 ; σ = .1979899 -- X -- P(X) ------ Σ P(X) 0: 0.960400001, 0.960400001, 1: 0.039199999, 0.999600000, 2: 0.000400000, 1.00…
  • right no real solutions should be write no real solutions? X^2+2*X-8 Standard form: a(X-h)²+k = ( X² +2X +1) -1 -8 = (X +1)² -9 X = -1 ±√( 9) = -4, or 2 Axis of symmetry: X= -1; Vertex (minimum)=(h,k)=( -1, -9); y-intercept is (0,-8) p=1/4a…
  • matrix: 3/5,3/10 2/5,7/10 two weeks: 453/1000 547/1000 final distribution 3/7= 0.42857142857142855 in field 4/7= 0.5714285714285714 in house
  • y = -0.04x^2 + 8.3x y = 1.12x + 1.6 -1/25*X^2+359/50*X-8/5 Standard form: a(X-h)²+k = ( -1/25X² +359/50X -128881/400) +128881/400 -8/5 = -1/25(X -359/4)² +128241/400 X = 359/4 ±√( 128241/16) = 8491/38056, or 6822561/38056 X=179.27688143792…
  • y = -0.04x^2 + 8.3x y = 1.12x + 1.6 -1/25*X^2+359/50*X-8/5 Standard form: a(X-h)²+k = ( -1/25X² +359/50X -128881/400) +128881/400 -8/5 = -1/25(X -359/4)² +128241/400 X = 359/4 ±√( 128241/16) = 8491/38056, or 6822561/38056 X=179.27688143792…
  • it can not be simplified any further. 5 / 3√ 5 + √ 3= 5.458830770068527
  • maximum profit p = 3040; trick = 24, slalom = 32
  • maximum profit p = 3040; trick = 24, slalom = 32
  • maximum profit p = 3040; trick = 24, slalom = 32
  • it can not be simplified any further. 5 / 3√ 5 + √ 3= 5.458830770068527
  • y = -0.04x^2 + 8.3x y = 1.12x + 1.6 -1/25*X^2+359/50*X-8/5 Standard form: a(X-h)²+k = ( -1/25X² +359/50X -128881/400) +128881/400 -8/5 = -1/25(X -359/4)² +128241/400 X = 359/4 ±√( 128241/16) = 8491/38056, or 6822561/38056 X=179.27688143792…
  • y = -0.04x^2 + 8.3x y = 1.12x + 1.6 -1/25*X^2+359/50*X-8/5 Standard form: a(X-h)²+k = ( -1/25X² +359/50X -128881/400) +128881/400 -8/5 = -1/25(X -359/4)² +128241/400 X = 359/4 ±√( 128241/16) = 8491/38056, or 6822561/38056 X=179.27688143792…
  • matrix: 3/5,3/10 2/5,7/10 two weeks: 453/1000 547/1000 final distribution 3/7= 0.42857142857142855 in field 4/7= 0.5714285714285714 in house
  • matrix: 3/5,3/10 2/5,7/10 two weeks: 453/1000 547/1000 final distribution 3/7= 0.42857142857142855 in field 4/7= 0.5714285714285714 in house
  • right no real solutions should be write no real solutions? X^2+2*X-8 Standard form: a(X-h)²+k = ( X² +2X +1) -1 -8 = (X +1)² -9 X = -1 ±√( 9) = -4, or 2 Axis of symmetry: X= -1; Vertex (minimum)=(h,k)=( -1, -9); y-intercept is (0,-8) p=1/4a…
  • here is the probability distribution for your two experiments: Binomial Distribution: n= 2 p= .02 µ = .04 ; σ = .1979899 -- X -- P(X) ------ Σ P(X) 0: 0.960400001, 0.960400001, 1: 0.039199999, 0.999600000, 2: 0.000400000, 1.00…