convert 8.987 decades to min
1 decade = 10 years
1 year = how many days ?
365
good, no ambiguity there, :)
Unless you want to take into account leap years, which gets messy.
dimensional analysis now
yeah @ganeshie8 so whats after 1 year=365 days
\(8.987 \) decades
nvm i got it now i'll let you know my final answer when i figure it out
\(8.987 \) \( decades\) x \(\frac{10 years}{1 decade}\)
\(8.987 \) \( decades\) x \(\frac{10 years}{1 decade}\) x \(\frac{365 days}{1 year}\)
\(8.987 \) \( decades\) x \(\frac{10 years}{1 decade}\) x \(\frac{365 days}{1 year}\) x \(\frac{24hours}{1 day}\)
yeah sooo my final answer is 47235672
\(8.987 \) \( decades\) x \(\frac{10 years}{1 decade}\) x \(\frac{365 days}{1 year}\) x \(\frac{24hours}{1 day}\) x \(\frac{60 mnts}{1 hour}\)
all units cancel out, except mnts ha ?, so lets see if i get the same answer as urs :)
okay and yeah i did cancle all the units except min
\(8.987 \) \( \cancel{decades}\) x \(\frac{10 \cancel{years}}{1 \cancel{decade}}\) x \(\frac{365 \cancel{days}}{1 \cancel{year}}\) x \(\frac{24\cancel{hours}}{1 \cancel{day}}\) x \(\frac{60 mnts}{1 \cancel{hour}}\)
we just multiply together the numbers nw
8.987 x 10 x 365 x 24 x 60
all this work you showing is very confusing i know how to do it but is my answer right?
i get 47235672
good work !
one thing,
good :) how can we make that number short
ya thats what ima say, we can convert it to scientific notation
which will; be ?
\(47235672 minutes = 4.7235672 \times 10^7 minutes\)
4.7 is less than 47235672, in scientific notation, we always convert a number to a short nmber between (1-10) and use 10 powers for the exponent
i see u already knw these things and comfortable wid doing these ur way :)
yeah but still what will be my final answer in scientific notation??
above i wrote it
after ur , which will; be ? response
soo 4.7235672x10^7
thats right !
thnaks :))
dont forget to put the unit minutes in the end :)
yeah i know thanks
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