for this question you need a table of natural tangents or a calculator with tan^-1 function.
in table you can see entry corresponding to .343 which is approximate to 18 degrees.
2006-07-27 08:01:29
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answer #1
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answered by flori 4
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Tan x = .343, soving for x
on the caculator enter .343.
to get the second function of Tan-¹ press the second button marked 2nd then press Tan -¹
x = 18.93196825°
X = 18.93 founded to two decomals places
The answer is18.93°
2006-07-27 08:08:32
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answer #2
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answered by SAMUEL D 7
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All answer are incorrect or partly properly! The is a attempt even if the equation holds. because the quotient x/x is given, the equation is defined for x=0, because the very reality, that there is a real reduce for x goint to 0 of x/x: limit_x->0 x/x=a million. So remove the quotient a minimum of for x unequal 0. The equation now ought to be x+x²=x². This equation ought to correctly be rearranged with suggestions from unique mathematics operations. It provides x=0. stupid or. What does is recommend? The equation does no longer carry for x unequal 0. it really is it. it ought to back be simplified a million+x=x or a million=0, it really is incorrect. For 0 is holds in the secure variety and in the reduce interest: 0/0+0=a million+0 unequal 0. The equation does no longer be valid for any genuine numbers!
2016-11-26 19:14:16
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answer #3
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answered by Anonymous
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arc tan .343 or tan^-1 of .343 then convert from radian to degrees if necc
2006-07-27 07:41:47
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answer #4
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answered by piercesk1 4
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x=tan-1 .343
or in words x = .343 then press the inverse button on your calculator then the tan button
2006-07-27 07:41:47
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answer #5
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answered by Ðêù§ 5
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tan^-1(.343)=18.93196
if the answer of tan(x)=.343, then you take the inverse tan and solve for that. The equation goes:
TAN(X)=Y; TAN^-1(Y)=X
2006-07-27 07:41:06
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answer #6
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answered by Brian S 2
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On your calculator, there's probably an arctan (or tan^ -1) button which gives you 18.93 degrees. You might have to hit a shift or 2nd function button to get to the arctan function.
2006-07-27 07:41:37
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answer #7
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answered by theyuks 4
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x=tan inverse of(.343)
which is=18.9 degrees i believe
2006-07-27 07:41:50
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answer #8
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answered by Anonymous
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x = 18.931degrees i.e
x = 0.66085 radians
2006-07-27 07:46:15
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answer #9
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answered by luv_hanoz 2
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look in log book
2006-07-27 08:55:12
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answer #10
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answered by aqua456 2
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