<span>Determine which one of the following is the correct application of the change of base formula?
a)log3 14= log10 14/3
b)lo4 17= log10 4/ log10 17
c)log8 3= log10 3/log10 8
d)log9 32 = log10 32-log10 9
The change of base formula is as follows:
log to the base 10 of x
log to the base b of x = ----------------------------------
log to the base 10 of b
Compare this to answer choice C:
</span><span>c)log8 3= log10 3/log10 8 Here x = 3 and b = 8. This is the only correct choice.</span><span>
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So you have boxes of 10. A case holds 200. So you can take 20*10 = 200
20 boxes of markers are in one case
Answer:
cos(pi/2-theta)=sin(theta)
hence, cos(pi/2-theta)=0.45
