divide. Give answer in scientific notation
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is it because you move a decimal point over 1? if so how that that bring about the extra exponent
think of it this way 0.75 * 10^-3 scientific form is n.nn * 10 ^ N so we multiply 0.75 by 10 to get the required fomr 7.5 obviously we require the value to be the same so we do the inverse of multiply (divide) the exponent bit by 10 to give 10^-4
so you dvide 0.75 by 10?
I was told that re move the decimal place over by 1 giving us 7.5 x 10 x 10^-3 and thna you combine like terms to give you 7.5 10^-4. but im not sure if that way is correct.
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no - MULTIPLY 0.75 by 10 to get 7.5 (move decimal point 1 place to right) but you need to retain the value of the 'whole thing' so you have to DIVIDE the second part by the same number (10) 0.75 * 10^-3 has the same value as 7.5 * 10^-4 but only 7.5 is correct scientific notation
7.5 x 10 x 10^-3 is not correct it should be 7.5 * 10^-1 * 10^-3
there are a few ways to approach thes - i just find my a bit easier to remember
oh i see, do you know why in problems like w3 x^6 /W 3 x^-4 , why the answer = X^10
is it always 10^-1? will it sometimes be 10^1?
yes when you divide terms with exponents in them you subtract the exponents eg x^6 / x^-3 = x^(6-(-3)) = x^9
sorry - i gotta go now
thanks for your help
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