Section 47

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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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430. - Answer : =5, =6 x =5, y =6 . 431. Calculate the value of x in the equation log2( +50)−log2( −45)=6log 2 ( x +50)−log 2 ( x −45)=6 . - Answer : =46 x =46 . 432. Find the area of a regular 500-gon inscribed in a circle with a radius of 2222 units. - Answer : Area = 500×12×22×22×sin(360 500)500× 21 ×22×22×sin ( 500360 ) . 433. Determine the value of x in the equation 26 −2 =3355443126 x −2 x =33554431 . - Answer : =13 x =13 . 434. Find the sum of the first 410410 terms of an arithmetic sequence where the first term is 340340 and the common difference is 220220 . - Answer : Sum = 2(2 +( −1) ) 2 n (2 a +( n −1) d ) with =410 n =410 , =340 a =340 , =220 d =220 . 435. Solve the equation 68 −2+71 +3=74 2− −6 x −268 + x +371 = x 2 x −674 . - Answer : =74 x =74 . 436. Calculate the area enclosed by the curve =sin(48 ) y =sin(48 x ) , the x-axis, and the lines =0 x =0 and = 96 x = 96 π . - Answer : Area = ∫0 96sin(48 ) ��∫ 0 96 π sin(48 x ) dx . 437. Solve the inequality 2−98 +2401<0 x 2 −98 x +2401<0 . - Answer : =49 x =49 . 438. Find the derivative of ( )=70 2+56 +70 f ( x )= x 2 +56 x +7070 . - Answer : ′( ) f ( x ) . 439. Determine the value of x if log200( −46)+log200( )=2log 200 ( x −46)+log 200 ( x )=2 . - Answer : =400 x =400 .
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