SOLUTION: [t-4]-5=45

Algebra.Com
Question 95422: [t-4]-5=45
Answer by HyperBrain(694)   (Show Source): You can put this solution on YOUR website!
|t-4|-5=45
|t-4|-5+5=45+5
|t-4|=50

Since the absolute value of t-4 is calculated to be 50, there are two cases-0--t-4 is negative and that t-4 is positive.

If t-4 is negative,
t-4=-50
t-4+4=-50+4
t=-46
If t-4 is positive,
t-4=50
t-4+4=50+4
t=54

therefore, t may be -46 or 54.

Power up,
HyperBrain!

RELATED QUESTIONS

solve -4+t=45... (answered by rfer,waynest)
Suppose a (t)=(45/2)(√t)+4e^-t v(0)=-4 s(0)=5 Find... (answered by ikleyn)
t-1/t+4 = t-7/t+5 +... (answered by Fombitz)
{{{4(t-5)}}} (answered by junior403)
Solve: 3t - 4(5 - t) = t -... (answered by rahman)
2-3(t-5)=4+t (answered by jim_thompson5910)
-8(t-5)-(t+4)=3 (answered by lenny460)
2-3(t-5)=4+t (answered by colliefan)
-5(t-9)-(t+2)=4 (answered by vidya pattar)