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  1. What is the medical term for a plexus of capillaries in the ... - Socratic

    May 22, 2017 · The medical term for a plexus of capillaries in the nephron is glomerulus. The glomerulus is a network of capillaries located at the beginning of a nephron in the kidney. It serves as the first …

  2. Question #7e2d2 - Socratic

    During filtration, some of the particles pass through the filter while others, being larger, are trapped. But no molecules are changed in structure in any way, which is the primary requirement of a chemical …

  3. Questions asked by - Socratic

    What is the difference between gravity filtration and vacuum filtration? When should vacuum filtration be used? What is the difference between copper (II) sulphate trihydrate, copper (II) sulphate …

  4. Answers created by Marsha - Socratic

    What are some examples of radioisotopes? What is radioactive carbon dating? What is the function of protein in the human body? What type of mixtures can be separated by filtration?

  5. Site Map - Separating Mixtures Questions and Videos | Socratic

    When should vacuum filtration be used? What is the difference between copper (II) sulphate trihydrate, copper (II) sulphate pentahydrate, and anhydrous copper (II) sulphate?

  6. What will be the value of this? Integration secxd (sec x)

    Feb 9, 2018 · sec^2 x - 1/2 tan^2 x +C This is integration of the product of two functions. One is sec x and the other is d/dx (secx) Let first function be secx and the second function be d/dx (sec x). …

  7. How do you find the circumference of the sun in feet? - Socratic

    Apr 10, 2016 · The circumference of the equatorial great circle of the Sun is 1.43545 E+10 = 14354.5 million feet. I understand circumference of the Sun as the circumference of the solar disc that is …

  8. Question #a0a0d - Socratic

    Explanation: start with the #LHS# and change the functions to sines and cosines #2cot^2xsin^2x+cos^2xtan^2x# #= (2cos^2x)/ cancel (sin^2x)cancel (sin^2x)+cancel …

  9. Question #cbd67 - Socratic

    Explanation: Note that the denominator is: #x^2+2x+1 = (x+1)^2# so we can substitute #t=x+1#, #x=t-1#, #dx=dt# and have: #int (x^3dx)/ (x^2+2x+1) = int ( (t-1)^3dt)/t ...

  10. Question #21b50 - Socratic

    1/3* (x^2+x)^ (3/2)-1/8* (2x+1)*sqrt (x^2+x)+1/16ln (2x+1+sqrt (4x^2+4x))+C int xsqrt (x^2+x)*dx =int xsqrt ( (x+1/2)^2-1/4)*dx =int (x+1/2-1/2)sqrt ( (x+1/2)^2-1/4 ...