Using the Pythagorean theorem, either with or without the formula proposed by Archimedes (or by Heron), calculate the area of a scalene triangle with sides of 9 meters, 12 meters, and 15 meters. 15 meters2 36 meters2 54 meters2 60 meters2
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Using the Pythagorean theorem, either with or without the formula proposed by Archimedes (or by Heron), calculate the area of a scalene triangle with sides of 9 meters, 12 meters, and 15 meters.
- 15 meters2
- 36 meters2
- 54 meters2
- 60 meters2
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- Using the Pythagorean theorem, either with or without the formula proposed by Archimedes, calculate the area of a right triangle with sides of 7 meters, 24 meters, and 25 meters. 168 square meters 84 square meters 75 square meters 56 square meters 50 square metersUsing the Pythagorean theorem, either with or without the formula proposed by Archimedes (or by Heron), calculate the area of an isosceles triangle with sides of 17 meters, 16 meters, and 17 meters. 24 meters2 48 meters2 60 meters2 96 meters2 120 meters2Using the Pythagorean theorem, either with or without the formula proposed by Archimedes (or by Heron), calculate the area of a scalene triangle with sides of 20 meters, 21 meters, and 29 meters. 580 square meters 420 square meters 240 square meters 210 square meters 120 square meters
- Using the Pythagorean theorem, either with or without the formula proposed by Archimedes (or by Heron), calculate the area of an isosceles triangle with sides of 10 meters, 12 meters, and 10 meters. 24 square meters 36 square meters 48 square meters 60 square meters 96 square metersFor the number 7.31000 Convert the number to Scientific Notation. If you add 1 to the last position of your number, what is the number in Scientific Notation? The number in Scientific Notation: x 10^Based on the speculations of Nicole Oresme, and on the equation relating spatial distance, time, initial velocity, and constant acceleration developed by the Mertonian Calculators, how far would you expect a falling object to travel in 5 seconds (falling from a spaceship towards the Earth, in the vacuum of space), starting at 0 feet/second, with constant acceleration (32 feet/sec2), and neglecting possible air friction? 144 feet 256 feet 400 feet 576 feet 784 feet
- Perform the calculations and determine the absolute and percent relative uncertainty. Express each answer with the correct number of significant figures. To avoid rounding errors, do not round your answers until the very end of your calculations. 7.8 (±0.3) – 2.03 (±0.02) = absolute uncertainty: percent relative uncertainty: 8.24 (+0.04) × 0.012 (+0.001) = absolute uncertainty: percent relative uncertainty: G Search or type URL % & ) 6 8 9 P R F H K MWhich of the following components of Km is largest in magnitude? k2 O k-1 O k1 O k-2What are the variables of Fried's Scale?
- Which of the following setups would give the formula mass of Ca(PO3)2 in amu? 40.08 amu + 30.97 amu + 3(16.00 amu) 40.08 amu + 2(30.97 amu + 3(16.00 amu)) 40.08 amu + 30.97 amu + 6(16.00 amu) 40.08 amu + 2(30.97 amu) + 3(16.00 amu)A friend breeds giant racing Rhosgobel rabbits. She is seeking your advice on how to breed faster rabbits. As per your request, she compared the mid-parent and mid-offspring running speeds. Look at the graph to the below, which of the following statements provides accurate information to your friend. 16 y = 0.0453x + 8.3165 R2 = 0.0028 14 12 10 10 15 20 Midoffspring running speed (m/s) O a. The slower rabbits will produce faster offspring than the faster rabbits in the current generation. O b.If your friend selectively breeds her fastest rabbits, you expect the next generation to be significantly faster. OC. The best way to increase running speed in the next generation would be to alter the environment, maybe increasing nutrient density of the food. O d. There is a higher degree of heritability in other populations of Rhosgobel rabbits. Midparent running speed (s/w)Eratosthenes of Cyrene measured a solar shadow at about 7.2o from the perpendicular in a well at Alexandria, Egypt, but no solar shadow (0o from the perpendicular) in a well at Syene, Egypt, 490 miles to the south, at midday on the summer solstice. From these measurements, he was able to calculate: that the circumference of the Earth is about 73,500 miles that the circumference of the Earth is about 61,250 miles that the circumference of the Earth is about 49,000 miles that the circumference of the Earth is about 36,750 miles E. that the circumference of the Earth is about 24,500 miles
