Other Problem Solutions: Expert Help and Step-by-Step Explanation
Keyla Koch 2022-10-16How many dimes could you trade for 360 pesos? $1 = 1500 pesos.
A.
B.
C.
D.
A.
B.
C.
D.
Mariyah Bell 2022-10-141. Prove that the area of a rhombus is one-half the product of the lengths of the diagonals.
2. Suppose that is equilateral triangle and that P is a point in the interior of this triangle. Prove that the sum of the perpendicular distances from P to each of the sides of the triangle is equal to the height of the triangle.
3. Prove that the area of a triangle is equal to one-half the product of its perimeter and the length of the radius of a circle inscribed within the triangle.
4. Prove that the diagonal of a kite connecting the vertices where the congruent sides intersect bisects the angles at these vertices and is the perpendicular bisector of the other diagonal. (Use the strict definition of a kite which is a quadrilateral with two distinct pairs of congruent adjacent sides.)
2. Suppose that is equilateral triangle and that P is a point in the interior of this triangle. Prove that the sum of the perpendicular distances from P to each of the sides of the triangle is equal to the height of the triangle.
3. Prove that the area of a triangle is equal to one-half the product of its perimeter and the length of the radius of a circle inscribed within the triangle.
4. Prove that the diagonal of a kite connecting the vertices where the congruent sides intersect bisects the angles at these vertices and is the perpendicular bisector of the other diagonal. (Use the strict definition of a kite which is a quadrilateral with two distinct pairs of congruent adjacent sides.)
Kristan Wilson2022-10-13write an equation of the line that passes through the points (0,-5) and (2,-5)
write an equation of the line that passes through the points (0,-5) and (2,-5)
Maribel Vang 2022-10-131)To convert micrograms to milligrams I need to:
Multiply by
Multiply by
Divide by 10
Multiply by
2)Find 'x' to make the ratios proportional: 14:21:35 and 10:x:25
3)If a pharmacist can package 840 pills in 2 hours, how many pills can she package in 47 minutes?
Multiply by
Multiply by
Divide by 10
Multiply by
2)Find 'x' to make the ratios proportional: 14:21:35 and 10:x:25
3)If a pharmacist can package 840 pills in 2 hours, how many pills can she package in 47 minutes?
Cristofer Watson 2022-10-13Suppose you have a 100-mL cup,a 300-mL cup, and a 500-mL cup. list two different ways you can measure exactly 1 L
Hunter Shah 2022-10-13When multiplying exponents of the same base, ______ the exponents. When dividing exponents of the same base, ______ the exponents. When raising a power to a power, _________ the powers.
klastiesym 2022-10-11If 36 inches equals 1 yard then 2 1/3 yard equals how many inches
abelynybco 2022-10-091. a. Convert 75 square feet to square yards.
b. Convert 5000 square centimeters to square meters.
c. Convert 560 square inches to square centimeters.
2. a. Convert 180 days to minutes.
b. Convert 100 yards to meters.
c. Convert 15 quarts to mL
b. Convert 5000 square centimeters to square meters.
c. Convert 560 square inches to square centimeters.
2. a. Convert 180 days to minutes.
b. Convert 100 yards to meters.
c. Convert 15 quarts to mL
mtnakntrkk 2022-10-08A conical shaft is turning with an angular velocity of =50 rad/sec in a rectangular bearing
which is fixed. The gap between shaft and bearing is filled with a kind of oil (Newtonian fluid)
having a dynamic viscosity of ==0.7 N.s/m2.
a) Calculate the torque produced by the side gaps as the inner conical shaft rotates.
b) Calculate the additional viscous torque produced by the flat bottom of the conical shaft.
A conical shaft is turning with an angular velocity of =50 rad/sec in a rectangular bearing
which is fixed. The gap between shaft and bearing is filled with a kind of oil (Newtonian fluid)
having a dynamic viscosity of ==0.7 N.s/m2.
a) Calculate the torque produced by the side gaps as the inner conical shaft rotates.
b) Calculate the additional viscous torque produced by the flat bottom of the conical shaft.
mtnakntrkk 2022-10-08A conical shaft is turning with an angular velocity of =50 rad/sec in a rectangular bearing
which is fixed. The gap between shaft and bearing is filled with a kind of oil (Newtonian fluid)
having a dynamic viscosity of ==0.7 N.s/m2.
a) Calculate the torque produced by the side gaps as the inner conical shaft rotates.
b) Calculate the additional viscous torque produced by the flat bottom of the conical shaft.
A conical shaft is turning with an angular velocity of =50 rad/sec in a rectangular bearing
which is fixed. The gap between shaft and bearing is filled with a kind of oil (Newtonian fluid)
having a dynamic viscosity of ==0.7 N.s/m2.
a) Calculate the torque produced by the side gaps as the inner conical shaft rotates.
b) Calculate the additional viscous torque produced by the flat bottom of the conical shaft.
mtnakntrkk 2022-10-08There is gate inclined by 50o that separates a fluid from water on the left. Calculate he
volume of the block to keep the gate as shown in the Figure below. There is atmospheric
pressure on both sides of the gate.Neglect the weight of the gate. Take the density of water to
be 1000 kg/m3 .The specific gravity of block is 2.4 and fluid-2 on the right of the gate is 1.7.
There is gate inclined by 50o that separates a fluid from water on the left. Calculate he
volume of the block to keep the gate as shown in the Figure below. There is atmospheric
pressure on both sides of the gate.Neglect the weight of the gate. Take the density of water to
be 1000 kg/m3 .The specific gravity of block is 2.4 and fluid-2 on the right of the gate is 1.7.
Muhammed Muslim2022-10-07How long would it take for an investment to at least double its original amount at 3.92% compounded quarterly?
How long would it take for an investment to at least double its original amount at 3.92% compounded quarterly?
reemisorgc 2022-10-05Convert:
26 degrees C to degrees Fahrenheit
-23 degrees F to degrees Celsius
68 degrees F to degrees Celsius
-81 degrees C to degrees Fahrenheit
26 degrees C to degrees Fahrenheit
-23 degrees F to degrees Celsius
68 degrees F to degrees Celsius
-81 degrees C to degrees Fahrenheit
Peyton Shelton2022-10-03Vitamin C tablets are taken as a dietary supplement. If a typical tablet contains 500.0 mg of vitamin C, what amount (moles) of vitamin C is contained in 27 tablets?
Vitamin C tablets are taken as a dietary supplement. If a typical tablet contains 500.0 mg of vitamin C, what amount (moles) of vitamin C is contained in 27 tablets?
Carson Neuville2022-10-02Rewrite cot(cos^-1 6u) as an algebraic expression in u.
Rewrite cot(cos^-1 6u) as an algebraic expression in u.
