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Mathematics 16 Online
OpenStudy (graciejaylene):

Help again. Please. Picture attached

OpenStudy (graciejaylene):

OpenStudy (graciejaylene):

@Unavailabilityy

OpenStudy (rawritskai):

hmm i dont remember doing anything like this, sorry hun let me ask some of my friends to see if they can help you okay :)

OpenStudy (graciejaylene):

ok thanks

OpenStudy (rawritskai):

you're welcome :)

OpenStudy (graciejaylene):

i have 5 more lessons to do then im graduated.. i need all the help i can get

OpenStudy (rawritskai):

wow congrats :) I will definitely find you some proper help

OpenStudy (rawritskai):

@princeharryyy

OpenStudy (graciejaylene):

@Arcadiouse

OpenStudy (rawritskai):

hmm give him some time okay he takes awhile

OpenStudy (graciejaylene):

forever is more like it lol

OpenStudy (graciejaylene):

@RawrItsKai

OpenStudy (rawritskai):

what

OpenStudy (graciejaylene):

could you help me with a different question?

OpenStudy (rawritskai):

i can try

OpenStudy (graciejaylene):

OpenStudy (rawritskai):

Area = ½b × h = ½ × 6 × 8 = 24

OpenStudy (rawritskai):

idk if i did this the proper way for the question but it's apparently 24

OpenStudy (princeharryyy):

FOr the first question lateral surface area = 3 times area of three equilateral triangles => 3 * sqrt(3) * 4*4/4 = 12*sqrt(3) area of equilateral triangle = sqrt(3) * a^2/4 where a is the side of an equilateral triangle . @RawrItsKai @GracieJaylene

OpenStudy (princeharryyy):

for second one >> area of base of pyramid (i.e. hexagon) = 6* sqrt(3) *6*6/4 = 54 *sqrt(3) side length of one face of a triangle = sqrt(8^2 +6^2) =10 so height of one face of a triangle = sqrt (10^2 - 3^2) = sqrt(91) total area of six triangular faces = 6*(sqrt(91)*6/2) area of pyramid = 54*sqrt(3) + 18*sqrt(91) sqrt implies square root of

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