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Infinity_plus_one
Answers (15)
I know that 1 m = 100 cm (___kg/cm^3)(100cm/1m)^3 I cube 100cm/1m, because I wanted cubic centimeter rather than just centimeter. Notice that my units for cubic centimeters cancel/divide because I multiply the cubic centimeters in the numerator. You do the
I've already helped you in your post on Sunday, August 24, 2008 at 10:40am. Please try to do the problem and post your work if you are still having trouble it.
I'll give you an example problem. Hopefully, this will help you solve your problem. 4/8 =m/2 numerator 1/ denominator 1 = numerator 2/denominator 2 To solve for m, you simply cross multiply. You multiply one numerator by the other denominator and vice
you have r=56mi/hr t=5hr plug what you have into the equation, d=rt to find how far the driver will travel.
T=T-shirts S=shorts T= 2S I know half as much shorts were sold and doubling the number of shorts would give me the number of t-shirts. 9T + 14S = 256 Because I know that T=2S, I could replace the T with 2S. 9(2S)+14S=256 By using substitution, I have one
do you mean y= 4/(x+5)? When the question asks for the domain, it is essentially asking what numbers I can plug into x to get a real number answer for y? Hint: the denominator cannot equal to 0. You cannot divide anything by zero! What values of x can you
For cases where you have 0=0, like your first and third problem, notice how plugging any number for Y will work. The numbers on to the left and to right of the equal sign will always equal. Therefore, you'll say Y= all real numbers. For the second problem,
Typo: This is my "denominators*": ______(h)(x+h-1) =(x-1)(h)______
You have to remember you have to divide the "entire" numerator. You cannot just divide an h to one part of numerator to cancel. You can only cancel when the factors in the numerator are multiplying. For example, [(2x)(h)]/h. Your x+h-1 and x-1 belongs in
I've already answered your post on Thursday, August 21, 2008 at 9:54pm.
the simplified/preferred answer would be the one without the parenthesis Make sure not to skip steps! (x^3m-t^5n)^2 As you can see below, the 2nd and 3rd terms (both negative) do not cancel out! Also, watch your signs on the last term. Multipling two
You can simplify this equation by combining like terms. Like terms are terms with the same variables raised by the same exponents. For example, 3x and 4x Both has same variable, x. Both raised by same exponent, 1. Therefore, I could add them. 3x+4x=7x
Those answers look right! You pulled out the lowest common denominator (LCD) and you cannot factor it further. The second one you grouped and found that both have a common factor of (y-1). Great job!
basically you do the same as the previous question you had. [f(x+h)-f(x)]/h f(x+h)= [2(x+h)]/(x+h-1) f(x)= 2x/(x-1) [[2(x+h)]/(x+h-1)]-[2x/(x-1)]/h then simplify! (hint: find a common denominator in order to combine to one whole fraction) Make sure you put
Yes, your answers look correct! The order is okay. The polynomial is usually arranged so that the exponent of one variable is in increasing or decreasing order.
