Section 56

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Harvard University *

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245

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Mathematics

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Jan 9, 2024

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530. Solve the system of equations: {19 −16 =5717 +18 =222 { 19 x −16 y =5717 x +18 y =222 . - Answer : =9, =6 x =9, y =6 . 531. Calculate the value of x in the equation log2( +100)−log2( −95)=16log 2 ( x +100)−log 2 ( x −95)=16 . - Answer : =96 x =96 . 532. Find the area of a regular 720-gon inscribed in a circle with a radius of 4242 units. - Answer : Area = 720×12×42×42×sin(360 720)720× 21 ×42×42×sin ( 720360 ) . 533. Determine the value of x in the equation 58 −2 =28823037615171174358 x −2 x =288230376151711743 . - Answer : =23 x =23 . 534. Find the sum of the first 610610 terms of an arithmetic sequence where the first term is 540540 and the common difference is 420420 . - Answer : Sum = 2(2 +( −1) ) 2 n (2 a +( n −1) d ) with =610 n =610 , =540 a =540 , =420 d =420 . 535. Solve the equation 108 −2+111 +3=114 2− −6 x −2108 + x +3111 = x 2 x −6114 . - Answer : =114 x =114 . 536. Calculate the area enclosed by the curve =sin(68 ) y =sin(68 x ) , the x-axis, and the lines =0 x =0 and = 136 x = 136 π . - Answer : Area = ∫0 136sin(68 ) ��∫ 0 136 π sin(68 x ) dx . 537. Solve the inequality 2−138 +4761<0 x 2 −138 x +4761<0 . - Answer : =69 x =69 . 538. Find the derivative of ( )=110 2+96 +110 f ( x )= x 2 +96 x +110110 . - Answer : ′( ) f ( x ) . 539. Determine the value of x if log400( −86)+log400( )=2log 400 ( x −86)+log 400 ( x )=2 . - Answer : =800 x =800 .
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