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My instructions are to solve the problem by showing the steps and identify as a conditional equation, an inconsistent equation or an identity. 0.06q + 14 = 0.3q  5.2 You can convert that to 0.24 x = 19.2 and solve it for x. The
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Solve the equation identify as an identity, an inconsistent equation or a conditional. My equation is 13/2x+7/4 I know the answer is Conditional {2}, but I cannot figure out how to get it or even where to start.
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Solve the equation identify as an identity, an inconsistent equation or a conditional. My equation is 13/2x+7/4 I know the answer is Conditional {2}, but I cannot figure out how to get it or even where to start.
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I have some problems that I am having trouble with and I have some that need checking please. Thanks! Solve the equation. 4. (x+7/4)=2(x1/6) Find all the value(s) of x that make thedenominator(s) zero. Then solve the equation. 6.
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Identify the equation as an identity, inconsistent equation or conditional equation. 13/2x=7/4 my answer is it is an inconsistent equation
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Hello I need help with this problem. I need to identify if the equation is identity, contradiction, or conditional equation. (5x3)+2x=114(x+2)
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Hello I need help with this problem. I need to identify if the equation is identity, contradiction, or conditional equation. (5x3)+2x=114(x+2)
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I'm suppose to 'determine whether the equation is an identity or a conditional equation. A) 6(x3)+5 = 2x+10 I solved this and got x = 13/4. How am I suppose to figure out whether its identity or conditional equation? Same goes
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What does 3x^33x+2=0 come out to? How would I solve this? Is the x cubed supposed to be x squared? You can compare the equation with the identity: (a+b)^3 = a^3 + 3 a^2 b + 3 a b^2 + b^3 which you can rewrite as: (a + b)^3 = 3 ab
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Classify the equation as a conditional equation, an identity, or a contradiction and then state the solution. 24a+14=6(8a+3)26a+4
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