"The base of a triangle is 18 cm. its corresponding height is 3 cm. find the area of the triangle.' '" Introduction
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The base of a triangle is 18 cm. Its corresponding height is 3 cm. Fin..
The base of a triangle is 18 cm. Its corresponding height is 3 cm. Find the area of the triangle. => 108 sq cm or 29 sq cm or 27 sq cm. or 54 sq cm. ..
The base of a triangle measures 30 cm and its height measures 12 cm. ..
The base of a triangle measures 30 cm and its height measures 12 cm. Find the area of the triangle. => 180 cm or 180 cm 2 or 182 cm 2 or 360 cm 2..
The perimeter of an isosceles triangle is 18 cm. The ratio of the late..
The perimeter of an isosceles triangle is 18 cm. The ratio of the lateral side to the base is 5 : 8. What is the area of the triangle? => 12√3 cm 2 or 12 cm 2 or 11 cm 2 or 12√2 cm..
The rate of change of each side length of an equilateral triangle is 3..
The rate of change of each side length of an equilateral triangle is 3 cm/s. Find the corresponding rate of change in its area when the side lengths are 12 cm each. => 18 3 cm 2 /s. or 36 cm..
"The base of a triangle is 18 cm. its corresponding height is 3 cm. find the area of the triangle.' '" Questions & Answers
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Question : A block 6N is pulled along the hypotenuse. What is the work done against friction in pulling the block from bottom of hypotenuse to its top?
Answer : Should'nt you give the coefficient of friction too?
Answer : Should'nt you give the coefficient of friction too?
Question : Area of 72cm what is the base and height and quick plzz!! and another isoceles triangle but with a area of 32cm SOS WHAT IS THE BASE AND HEIGHT??
Answer : NEW ANSWER WITH GRAPH ADDED Given the way that the question is written I think that you meant: What is the area of an isosceles right-angled triangle when the perimeter is 72cm. --------------------- An isosceles right triangle has three sides, two of which are equal. I will call their length a. Since the third side, that opposite the right angle is the hypotenuse: a^2 + a^ 2 = c^2 c^2 = 2a^2 c = a * sqrt(2). So the perimeter of the triangle is a + a + a*sqrt(2) = 72 Factoring: a * (2 + sqrt(2)) = 72 a = 72/(2 + sqrt(2)) = 72 / (2 + 1.41421) - approximately a = 72 / 3.41421 = 21.08831 The sides are 21.08831, 21.08831, and 29.82338 Drop a perpendicular from the point of intersection of the two short sides to the hypotenuse. At this point things are getting complicated so I graphed an isosceles right triangle with lots of labels and uploaded it to photobucket. It should really help with this problem. To see this graph click on the followin..
Answer : NEW ANSWER WITH GRAPH ADDED Given the way that the question is written I think that you meant: What is the area of an isosceles right-angled triangle when the perimeter is 72cm. --------------------- An isosceles right triangle has three sides, two of which are equal. I will call their length a. Since the third side, that opposite the right angle is the hypotenuse: a^2 + a^ 2 = c^2 c^2 = 2a^2 c = a * sqrt(2). So the perimeter of the triangle is a + a + a*sqrt(2) = 72 Factoring: a * (2 + sqrt(2)) = 72 a = 72/(2 + sqrt(2)) = 72 / (2 + 1.41421) - approximately a = 72 / 3.41421 = 21.08831 The sides are 21.08831, 21.08831, and 29.82338 Drop a perpendicular from the point of intersection of the two short sides to the hypotenuse. At this point things are getting complicated so I graphed an isosceles right triangle with lots of labels and uploaded it to photobucket. It should really help with this problem. To see this graph click on the followin..