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It assesses knowledge in subjects relevant to the candidate’s chosen course of study.","tags","utme jamb joint admission matriculation board unified tertiary matriculation examination nigeria africa","version","vip","location",{"_390":391,"_392":393},"type","Point","coordinates",[394,395],9.082,10.3671,"ng","priority",19,"createdOn",1755987353430,"updatedOn","questionsCount",29915,"courseCount",20,"examKey","questionData",{"_369":409,"_410":411,"_412":413,"_278":415,"_416":417,"_263":370,"_418":419,"_420":421,"_110":427},"323pbn8p4DORkMutakfbctJx4hWGM9","q","Find the area of a regular hexagon inscribed in a circle of radius 8cm","ans",[414],1,"1985","course","mathematics","exp","Area of a regular hexagon = 8 x 8 x sin 60o
\n
\n= 32 x \\(\\frac{\\sqrt{3}}{2}\\)
\n
\nArea = 16\\(\\sqrt{3}\\) x 6 = 96 \\(\\sqrt{3}\\)cm2","opts",[422,423,424,425,426],"16\\(\\sqrt{3}\\) cm³","96\\(\\sqrt{3}\\) cm³","192\\(\\sqrt{3}\\) cm³","16\\(\\sqrt{3}\\) cm²","33cm²",33,"33","initComment","initReply","actionData","errors"]

JAMB - Mathematics (1985 - No. 33)

Explanation

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