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jarptica [38.1K]
2 years ago
13

C The triangles in this picture are similar. Find the height of the tree.

Mathematics
1 answer:
Lapatulllka [165]2 years ago
4 0

Answer:

Please find attached pdf

Step-by-step explanation:

Download pdf
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Me. Sanchez bought some books at a book sale, including 15 paperback books. 75% of all the books he bought were paperbacks
swat32

Answer:

                   

Step-by-step explanation:

                                   

6 0
3 years ago
Which one is bigger, 6 feet or 2 meters?
Vlad1618 [11]

CONVERSIONS, PHYSICAL CONSTANTS, AND UNITS

Length:
1 inch (in) =  2.54 centimeters (cm) exactly
1 foot (ft) =  0.305 meters (m)
1 yard (yd)  = 0.914 meters (m)
1 mile (mi) = 5280 feet (ft)  =  1.61 kilometers (km)
1 centimeter (cm)  = 0.394 inches (in)
1 meter (m)  = 100 centimeters (cm)  =  39.4 inches (in) = 3.28 feet (ft)  =  1.09 yards (yd)
1 kilometer (km) = 1000 meters (m)  = 0.621 miles (mi)
1 rod =  16.5 feet (ft) = 5.5 yards (yd) =  5.03 meters (m)
1 astronomical unit (AU) = 1.50 x 108 kilometers (km)  = 9.29 x 107 miles (mi)  
1 light year (LY) = 9.461 x 1012 kilometers ( km) = 5.88 x 1012 miles (mi)  = 0.307 parsec
1 parsec =  approximately 3.26 light years (LY)

Area  =  length  x  width
1 square inch (in2) =  0.00694 square feet (ft2  =  6.45 square centimeters, cm2
1 square foot, (ft2) =  144 square inches (in2  =  0.0929 square meters, m2
1 square yard (yd2  =  1296 square inches (in2  =  9 square feet (ft2  =  0.836 square meters (m2
1 square mile (mi2  =  640 acres  =  2.59 square kilometers (km2 
1 acre  = 160 square rods  =  43,560 square feet (ft2) =  0.405 hectares
1 hectare  =  10,000 square meters (m2  =  100 ares  =  2.47 acres
1 square rod  =  30,25 square yards (yd2  =  25.29 square meters (m2
1 are  =  100 square meters (m2  =  0.01 hetares  =  119.6 square yards (yd2   

Volume =  length  x  width  x  height
1 cubic inch (in3) =  0.000579 cubic feet (ft3) =  16.4 cubic centimeters (cm3)
1 cubic foot (ft3) =  1728 cubic inch (in3) =  0.0283 cubic meters (m3)
1 cubic yard (yd3) =  27 cubic feet (ft3) =  4.65 x 104 cubic inch (in3) =  0.765 cubic meters (m3)
1 cubic meters (m3) =  106 cubic centimeters (cm3) =  1,000 liters (L)  =  35.3 cubic feet (ft3)
1 quart (qt)  =  2 pints (pt) = 946 milliliters (mL) = 0.946 liters (L)
1 gallon (gal) = 4 quarts  = 231 cubic inch (in3) =  3.79 liters (L)
1 liter (L) =  1000 cubic centimeters (cm3) = 1.06 quarts (qt) = 0.265 gallons (gal)

Mass
1 slug = 14.6 kilograms (kg)
1 kilogram (kg) =  1,000 grams  = 0.0685 slugs 
1 atomic mass unit (u)  =  1.66 x 10-27 kilogram (kg) =1.66 x 10-24
1 electron mass  = 9.11 x 10-31 kilogram (kg) =  9.11 x 10-28 grams (g)  =  5.46 x 10-4 atomic mass unit (u) 
1 proton mass =  1.00728 atomic mass unit (u)
1 neutron mass =  1.00866 atomic mass unit (u)

Conversion Between Weight and Mass on Earth
A slug is the mass unit in the British system and is equal to 32.2 pounds (lb) 
A kilogram weighs 9.81 newtons (N) or 2.21 pounds (lb) 
A mass of one (1) gram (g) weighs 981 dynes or 0.0353 ounces (oz) 
A one (1) ounce weight has a mass 28.4 grams (g) or 0.0284 kilograms (kg) 
A one (1) pound weight has a mass of 454 grams (g) or 0.454 kilograms (kg) 
A metric ton has a mass of 1,000 kilograms (kg) 
A one (1) ton (regular) weight has a mass of 2,000 pounds (lb)

Velocity and Speed  =  distance/time
1 ft/s (ft s-1)  =  0.305 m/s (m s-1)
1 mi/hr (mi hr-1) =  1.47 ft/s (ft s-1) = 1.61 km/hr (km hr-1)  = 0.447 m/s (m s-1)
1 m/s (m s-1)  =  100 cm/s (cm s-1) =  3.28 ft/s (ft s-1)
1 km/hr (km hr-1) =  0.278 m/s (m s-1) = 0.621 mi/hr (mi hr-1)  = 0.912 ft/s (ft s-1)
Speed of light in a vacuum  = 3.00 x 108 m/s (m s-1) =  3.00 x 1010 cm/s (cm s-1)  = 186,000 mi/s (mi s-1)
Speed of sound in air at 0 oC (32 oF) =  331 m/s  (m s-1) =  1090 ft/s (ft s-1)  = 41 mi/hr (mi hr-1)

Acceleration =  velocity /  time
1 ft/s2  = 0.305 m/s2  =  30.5 cm/s2
1 mi/hr/s  = 1.47 ft/s2 =  1.61 km/hr/s  =  0.447 m/s2
1 m/s2 = 100 cm/s2 = 3.28 ft/s2
Acceleration due to gravity on Earth  =  9.81 m/s2  =  981 cm/s2  =  32.2 ft/s2

Force  = mass x acceleration
1 lb =  16 oz  =  4.45 newtons (N)
1 N (kg· m/s2)  =  0.223 lb

Temperature
oF =  9/5  x  oC  + 32
oC = (oF  -  32)  x  5/9
Absolute Temperature, kelvin, K  =  oC  +  273.15
0 K  =  -273.15 oC  =  -459.72 oF
Normal Body Temperature  =  98.6 oF

Pressure  =  Force/Area
1 Pascal, Pa  =  1 N/m2  =  1.45 x 10-4 lb/in2
1 bar  =  105 N/m2  =  14.50 lb/in2
1 atmosphere, atm  =  760 mm Hg  =  76.0 cm Hg  =  760 torr  =  14.50 lb/in2  =  1.01325 x 105 N/m2 (or Pa)
Air pressure at sea level is approximately  =  1 atm  =  1 bar  =  105 N/m2  (or Pa)   =  14.50 lb/in2
Water pressure increases 9810 N/m2  for each meter of depth or 0.433 lb/in2 for each foot of depth

Work and Energy or Heat Work  =  Force  x  parallel distance
1 joule, J  =  0.738 ft . lb  =  107 ergs
1 calorie, cal  =  4.18 J  =  0.00442 British Thermal Units, Btu
1 foot pound, ft . lb  =  1.36 J
1 Btu  =  252 cal  =  778 ft·lb  =  1.054 x 103 J
1 electron Volt, eV  =   1.602 x 10-19 J
931.5 million electron volts,MeV is equivalent to 1 atomic mass unit, u

Power  =  Work/time
1 horse power, hp  =  550 ft·lb/s  =  0.746 kilowatts, kW  =  746 W
1 Watt, W  =  1 J/s  =  0.738 ft·lb/s  =  0.00134 hp
1 Btu/hr  =  0.293 W
1 kW  =  1.34 hp

Radioactivity
1 curie  =  3.70 x 1010 disintegrations/second  =  3.70 x 1010 bequerels

<span>SI BASE UNITS<span>Physical Quantity Name of  UnitSymbol</span><span>Lengthmeterm</span><span>Mass kilogramkg</span><span>Timeseconds</span><span>TemperaturekelvinK</span><span>Electric currentampereA</span><span>Luminous intensitycandelacd</span><span>Amount of substancemolemol</span></span>

 

<span>         SI PREFIXES<span>MACROMICRO</span><span>FactorPrefixSymbolFactorPrefixSymbol</span><span><span>1018</span>exaE<span>10-1</span>decid</span><span><span>1015</span>petaP<span>10-2</span>centic</span><span><span>1012</span>teraT<span>10-3</span>millim</span><span><span>109</span>gigaG<span>10-6</span>microμ</span><span><span>106</span>megaM<span>10-9</span>nanon</span><span><span>103</span>kilok<span>10-12</span>picop</span><span><span>102</span>hectoh<span>10-15</span>femtof</span><span><span>101</span>dekada<span>10-18</span>atto<span>a

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3 0
3 years ago
Read 2 more answers
PLEASE HELP WILL GIVE BRAINLIEST!!!
geniusboy [140]

Answer:

b

please correct if wrong

Step-by-step explanation:

7 0
2 years ago
If three tangents to a circle form an equilateral triangle, prove that the tangent points form an equilateral triangle inscribed
weqwewe [10]
I added a figure so you can guide yourself throughout the proof I'm about to write, so I recommend that you download the picture beforehand and have this window and the picture's window open. Alright, let's get started!
Assuming that FED is an equilateral triangle according to the wording of the problem, we have that the angles \widehat{AFB}=\widehat{BEC}=\widehat{CDA}=60.
We also know that the circle in green is Inscribed in FED.

The following applies to every inscribed circle inside a triangle:
The center of the inscribed circle of a triangle is the intercept of all three angle bisectors of the triangle.

The above theorem implies that the line (FO) is an angle bisector because it goes through the vertex F and the center of the inscribed circle.

The previous statement implies that the angle \widehat{OFB}=30.

Now let's work on the OFB triangle.
Knowing that \widehat{OBF}=90 (because (EF) is tangent to the circle at B and OB is a radius of the circle. If you're lost here, remember that a tangent to a circle is always perpendicular to the radius of the circle.) we can then derive that \widehat{FOB}=180-90-30=60 (because the sum of the measures of all angles in a triangle is always equal to 180 degrees).

In the same way, we can prove also that:
\widehat{BOE}=\widehat{EOC}=\widehat{COD}=\widehat{DOA}=\widehat{AOF}=60 degrees.
Knowing the above we notice that \widehat{BOC}=\widehat{COA}=\widehat{AOB}=120degrees.

We're at the last part of our proof here:
Now notice that \widehat{BOA} subtends the same arc on the circle  that \widehat{BCA}.
According to the inscribed angle theorem, an angle \theta inscribed in a circle is half of the central angle 2\theta that subtends the same arc on the circle. 
Therefore \widehat{BCA}=\frac{\widehat{BOA}}{2}=60degrees

We can prove in a similar fashion that:  \widehat{CAB}=\widehat{ABC}=60degrees 
Therefore all the angles of the ABC triangle have a measure of 60 degrees, we conclude then that  ABC is equilateral.


5 0
3 years ago
Heyyy, please answer :]
Yuliya22 [10]
The solution is “no real solution”
Because the slope is the same, so they are parallel.

Hope that help!! :-)
6 0
2 years ago
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