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True or False Question


Sent to Math Experts May 15 11:26 p.m.

True or False


Question                                        &n bsp;       True or False

ln(-1) = e ^(i*Pi)     

2/3 + 3/4+ 4/5 = 133/60     

e^(i*x) = cos(x) + (i)^3 * sin (x)     

The equation above can have X expressed in either radians or degrees
     

A/B + C/D = ( A*D + C* B ) / (B*D)


     

If I can do long division, then I should be able to divide two polynomials
     

In any triangle where the Pythagorian Theorem is true means that one of the included angles must be = Pi/2 radians

     

1/0 = infinitiy
     

Absolute value of [ A + iB] = (A^2 + B^2)^ (1/2)
     

e^X never intersects X^ 3
     

There a real value for X where   e^X < 0
     
Customer (name blocked for privacy)
Status: Closed   Value: $9   
Answer
May 15 11:35 p.m. (8 minutes and 20 seconds later)
ACCEPTED Check Mark

Hi there!

ln(-1) = e ^(i*Pi) FALSE, because e^(ipi) = -1

2/3 + 3/4+ 4/5 = 133/60 TRUE, by adding

e^(i*x) = cos(x) + (i)^3 * sin (x) FALSE (it's i, not i^3)

The equation above can have X expressed in either radians or degrees FALSE


A/B + C/D = ( A*D + C* B ) / (B*D)
AD/BC + CB/DB = (AD+CB)/BD TRUE




If I can do long division, then I should be able to divide two polynomials
TRUE (it's the same process)

In any triangle where the Pythagorian Theorem is true means that one of the included angles must be = Pi/2 radians TRUE (90 degree angle)



1/0 = infinitiy TRUE (it's undefined)


Absolute value of [ A + iB] = (A^2 + B^2)^ (1/2)
TRUE , by Pythagorean Theorem

e^X never intersects X^ 3 FALSE


There a real value for X where e^X < 0 FALSE

Let me know if you have any questions,

Scott



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