Evaluate the expression described below if the number is –3. Five more than a number tripled.
x = 5 + x^3
???
\[5+3x\Rightarrow5+3\cdot(-3)=-4\]
-4 not an answer?
With the statement you give, the answer should be -4 (as far as I know a number tripled means 3x)
Which are the options they give you?
A.1 b.-1/2 c.-12 d.7/12
oh sry its right lol. was looking at the wrong problem lol
Ok, no problem
Evaluate the expression for x = –3. x^2+4x+3?
lol they gave me a butch of these
would you mind?
Ok, it is easy, the only thing you have to do is replacing x for the number they give, \[(-3)^2+4(-3)+3=9-12+3=0\]
Which of the following algebraic expressions represents the verbal expression given below? The opposite of a number, raised to the fourth power, is divided by five.
oh why i do paste dat.
let me try this lol
Ok
-x^2/5?
that right?
I would write the following, \[(-x)^4/5\]
how you do the exponents like that?
thats new lol
You can do that with the LaTeX environment or the Equation button. I use LaTeX so the sintaxis is, (-x)^4/5 But you need to put \ [ at the beginning and \ ] at the end of the expression but without spaces.
gtg
thanx again
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