Chapter 4: Problem 1
If two times a number is equal to that number minus 4 , what is the number? A) \(-7\) B) \(-6\) C) \(-4\) D) \(-3\)
Chapter 4: Problem 1
If two times a number is equal to that number minus 4 , what is the number? A) \(-7\) B) \(-6\) C) \(-4\) D) \(-3\)
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Get started for freeWhat is the reason geologists have increased their monitoring of the Long Valley Caldera? A) It has been more than 150 years since the last eruption. B) Eruptions happen frequently in volcanic chains of such size. C) The area is experiencing geologic activity indicative of an impending eruption. D) The swelling of the caldera may damage the sensitive geodetic equipment.
Given the equation \(y=3 x^2+4\), what is the function of the coefficient of 3 ? A) It moves the graph of \(y=3 x^2+4\) three units higher than the graph of \(y=x^2+4\). B) It moves the graph of \(y=3 x^2+4\) three units lower than the graph of \(y\) \(=x^2+4\) C) It makes the graph of \(y=3 x^2+4\) wider than the graph of \(y=x^2+4\). D) It makes the graph of \(y=3 x^2+4\) narrower than the graph of \(y=x^2+\) 4.
A) NO CHANGE B) the war saw Harpers Ferry change hands eight times, C) Harpers Ferry changed hands eight times during the war, D) eight was the number of times Harpers Ferry changed hands,
Given that the equation \(3 x^2+2 x-8=0\) has two distinct solutions, what is the value of the smaller solution subtracted from the larger solution?
A group of students at Omega High School is using staples and popsicle sticks to build a scale model of the Great Wall of China as part of a project detailing China's military history. The number of staples the students will need is three times the number of popsicle sticks they will need. If the students determine they need 84 staples for this particular project, how many popsicle sticks will they need?
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