33/100000 in scientific notation

1 answer:

4 0

Answer: 33^-5 First you have to count how many 0’s are there, second you need to put it in your head and see where 33 would be at, third you need to see if it is behind the decimal or in front, if it is in front, it is a positive exponent, if it is behind, it is a negative exponent, 33 is behind the decimal so it is a negative, lastly, put how many 0’s is 33 away from .100000, so you got 5? Correct, now you put the answer like 33^-5 33 to the power of negative five. Enjoy the lesson and have a great night :)

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If a 30 foot ladder is positioned so that the bottom of the ladder is 1/4 of its length away from the wall, how far up the wall

Dvinal [7]

Answer:

29.05 ft

Step-by-step explanation:

Using the concept of pythagoras theorem, here we have the base and hypotenuse given hence we need to find the third dimension, assuming the wall is perfectly straight and forms a right angle with the bsse of the ladder. Here, $c^{2}=a^{2}+b^{2}$ and making a the subject of the formula then $a=\sqrt {c^{2}-b^{2}}$ and substituting 30 ft for c and 0.25*30=7.5 ft for b then $a=\sqrt {30^{2}-7.5^{2}}=\sqrt {843.75}=29.047375096555626\approx 29.05 ft$