what is the answer to(4)(1)(-10)?
552485
(4)(1)(-10)=\n(4)(1)=4(-10)=-40
447627
a + 4a where a = 2 ?\n\nif so, then...\n\n2 + (4)2\n\n2 + 8\n\n10\n\nThe answer is 10.
245933
(4x+3)(x-1)=0\n\nx= -3/4, x=1
584413
log(x-4) - log(3x-10) = log(1/x)\nlog((x-4)/(3x-10)) = log(1/x)\n(x-4)/(3x-10) = 1/x\nx(x-4) = 3x-10\nx^2 - 4x - 3x + 10 = 0\nx^2 - 7x + 10 = 0\n(x-2)(x-5) = 0\n\nx = 2 or x = 5.\n\nedit: Sorry, ervin is right.  I thought I had checked, but apparently I wasn't careful enough.  The only solution is x=5 since you cannot take the log of negative numbers.
18481
firt you work the problem in the parentheses. that would be (2*-5)+ 4. that would make it -10+4. that equals -6. then you take that and multiply it by -5. that gives you a positive 30
200519
+/- 1\n\nThe answer is not 1, because -1 * -1 = 1 also.
1076304
(1) 1.3\n(4) 4\n(5) Right\n(6) 0\n(7) 0\n(8)0\n(9)12
554677
-4 F\n\nReason:\n10 - 14 = -4
790356
Hey.  The answers are (-1,0), (1/6,7), (0,6), and (-1/6, 5). I should know.  I graphed the line and check my answers on a graphing calculator.  Also, if you need help in math go to the math website listed somewhere on your textbook.
218778
The answer is -1\n\nIn Algebra, anytime you subtract a number, you change the number following the minus sign into its inverse (negative to a posotive and positive to a negative) and then add.  Therefore, your problem becomes -12+11, giving an answer of -1.
801480
4 is the answer I get
843943
4, 0, -2, -2, 0\n\nFigure it out! Don't be lazy!
146214
D.    X (greater or equal to) 4\n      2(-2)+4 = 0\nso (-infin, -2) U [4, infin)
508385
3-4(2)+2(2)+1=0\n2(-3)+1-[3-4(-3)]=-20\n3-4[2(1)+1]=-9\n\ng(x)=(x-4)/-5\n3-4[(x-4)/-5]=x\n{[3-4(x)]-4}/-5=x
265791
3\n4\n.5\n1\n-7\n\nThe answer above me describes how.
764334
d=4\na=-1\ntn=a+(n-1)d\n=-1+(n-1)4\n=-1+4n-4\n=4n-5
784373
So long as the absolute value of the sum total of the 2 negative numbers is greater than the absolute value of the sum of the 2 positive numbers the answer should be negative.\n\nExample:\n    (-4)+(-3)+(+2)+(+1)=(-4)\nAbsolute value of (-4)+(-3)= |7|\nAbsolute value of (+2)+(+1)=|3|\n7>3 and 7 is negative so the answer is -4