9 articles trouvés pour ce sujet.
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sinA + cosA = 1 |
2009-11-06 |
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Nazrul pose la question : What is the solution of sinA+cosA=1 where A is an acute angle? Will A=0 degree be included in the solution? Please explain. Harley Weston lui répond. |
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Is -100 degree angle an acute angle? |
2009-09-02 |
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Nazrul pose la question : Is -100 degree angle an acute angle? Please explain. Here -100<90. Robert Dawson lui répond. |
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Zero Angle |
2009-09-01 |
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Nazrul pose la question : Is zero degree an acute angle? Please explain. Janice Cotcher lui répond. |
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The angles of a triangle |
2009-03-11 |
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Marissa pose la question : The angles in a triangle measure 7x-1, 18x+2, and 5x+10. Determine whether the
triangle is acute, obtuse, or right. State your reasons clearly. Robert Dawson lui répond. |
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Classifying a triangle |
2008-02-07 |
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kevin pose la question : scalene triangle 8 ft base right side 9.5 left side 12 ft what is the angles Penny Nom lui répond. |
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Determine the probability that the triangle is acute. |
2007-04-10 |
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Greg pose la question : Points A1, A2, . . ., AN are equally spaced around the circumference of a
circle and N >=3. Three of these points are selected at random and a triangle
is formed using these points as its vertices. If N = 2k for some positive integer
k >= 2, determine the probability that the triangle is acute. Penny Nom lui répond. |
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Can the triangle be called both an acute triangle and an equilateral triangle? |
2007-03-10 |
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Jane pose la question : If all sides of a triangle are the same length and all angles are 60 degrees, can the triangle be called both an acute triangle and an equilateral triangle? Walter Whiteley lui répond. |
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Third side of Acute Triangle |
2001-11-09 |
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Don pose la question : I gave this problem to my children, 9th and 12th grade and they are not(me too!) sure of the answer. I am trying to determine the length of the third side of an acute triangle. I know two of the lengths but I do not know the angles. Is there a proper formula to use to find the length of the third side? Thank you. Chris Fisher and Penny Nom lui répond. |
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An acute scalene triangle |
2001-09-24 |
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Kim pose la question : Hi- I'm on a mission--I'm suppose to have a group of children write up a hypotheses about the altitudes and angle biscetors of the follwing 3 types of triangle--equilateral, isosceles and acute scalene triangle. Is there such a thing as a acute scalene triangle and why or why not. Chris Fisher lui répond. |
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