Asked by jasort20
                Science and medicine. Find the time required for an object to fall to the ground from a building that is 1400 ft high. 
using the formula : t = (1)/(4) radical (s)
My answer: t = 9.35 (but i don't know how to word it if minutes all or minutes and seconds etc......)
Problem #42
Use the properties for radicals to simplify each of the following expressions. Assume that all variables represent positive real numbers.
radical ((5)/(3))
My answer: (radical (15))/(3)
Problem #48
radical ((12x^3)/(5))
MY answer: (2xradical(15x))/(5)
t=9.35 minutes means
9 minutes plus .35 of the next minute, there are 60 seconds in a minute, so multiply the .35 by 60 for 21 seconds
so the time is 9 min, 21 seconds
for the last part, where did the 15x come from?
my answer was 2xsqr(3x)/5
how did you do the second problem to get that answer. maybe i made a mistake.
you had written
radical(12x^3)/5
which
= radical(4)*radical(x^2)*radical(3x)/5
=2*x*radical(3x)/5
do you mean it should read
2 times x times radical 3x/5
            
        using the formula : t = (1)/(4) radical (s)
My answer: t = 9.35 (but i don't know how to word it if minutes all or minutes and seconds etc......)
Problem #42
Use the properties for radicals to simplify each of the following expressions. Assume that all variables represent positive real numbers.
radical ((5)/(3))
My answer: (radical (15))/(3)
Problem #48
radical ((12x^3)/(5))
MY answer: (2xradical(15x))/(5)
t=9.35 minutes means
9 minutes plus .35 of the next minute, there are 60 seconds in a minute, so multiply the .35 by 60 for 21 seconds
so the time is 9 min, 21 seconds
for the last part, where did the 15x come from?
my answer was 2xsqr(3x)/5
how did you do the second problem to get that answer. maybe i made a mistake.
you had written
radical(12x^3)/5
which
= radical(4)*radical(x^2)*radical(3x)/5
=2*x*radical(3x)/5
do you mean it should read
2 times x times radical 3x/5
Answers
                    Answered by
            Anonymous
            
    x+1/12=3/2
    
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