8.6 * 5p * 4p = 24
so 172p2 = 24
p2 = 7.166...
so that p = ± 2.677 approx
There is a serious flaw in the "double-equation". 8.6 = 5p - 4p = 2.4 It would imply that 8.6 = 2.4 which is clearly not true.
p=-15
20 = 4p + 5 +p 20 = 5p + 5 5p = 20 - 5 = 15 5p = 15 p = 15/5 = 3
5p x 2p = 10p, then 10p / 4p = 2 remainder 2
The expression 5p divided by 7- 18 equals -43 can be written as (5p / (7-18)) = -43. To solve for p, we need to simplify the denominator first. The denominator is equal to -11, so the equation becomes 5p / -11 = -43. Multiply both sides by -11 and divide by 5 to find that p is equal to -209/5.
There is a serious flaw in the "double-equation". 8.6 = 5p - 4p = 2.4 It would imply that 8.6 = 2.4 which is clearly not true.
p=-15
15 = 5 +( 9p - 4p) 15 = 5 + 5p 15 - 5= 5 -5 +5p 10 = 5p there for p = 10/5 = 2
20 = 4p + 5 +p 20 = 5p + 5 5p = 20 - 5 = 15 5p = 15 p = 15/5 = 3
3p + 4p +10 = 5p + 2 Subtracting 5p from both sides: 3p + 4p - 5p + 10 = 5p + 2 - 5p ie 2p + 10 = 2 Subtract 10 from both sides: 2p + 10 - 10 = 2 - 10 ie 2p = -8 Divide both sides by 2: p = -4
5p x 2p = 10p, then 10p / 4p = 2 remainder 2
5P + 111 + 136 + 20 = 4c + 4 5P + 267 = 4c + 4 -4 -4 5P + 263 = 4c You cannot cimplify it anymore, unless by 'c' you meant 'P'. 5P + 263 = 4P -5P -5P 263(-1) = -P(-1) -263 = P
The expression 5p divided by 7- 18 equals -43 can be written as (5p / (7-18)) = -43. To solve for p, we need to simplify the denominator first. The denominator is equal to -11, so the equation becomes 5p / -11 = -43. Multiply both sides by -11 and divide by 5 to find that p is equal to -209/5.
The greatest common factor of 5p and 20pp is 5p.Factors of 20pp can be written out as 1p and 20p, 2p and 10p, 4p and 5p.Factors of 5p can be written as 1 and 5p or 1p and 5.The highest factor they both have in common is 5p.
(2p - 5)(5p^2 + 2)
Let p = total passes for season, then completion is 4p/5 Already completed 6 passes so remainder of season he completed (4p/5) - 6 passes Remainder of season he threw p - 24 passes. As all these were complete the two expressions are equal, ie (4p/5) - 6 = p - 24 ie 4p - 30 = 5p - 120 which simplifies to p = 90. so he threw 90 passes, 6 of 24 complete in first part of season and 66 of 66 in remainder, giving a total of 72 completions out of the 90, which is the 80% required.
150p/5p = 30 of them