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  • Hydration via Hydroboration-Oxidation - Socratic
    What stereoisomers are obtained from hydroboration–oxidation of cis -2-butene? What stereoisomers are obtained from hydroboration–oxidation of cyclohexene? There is only one alkyne that forms an aldehyde when it undergoes the mercuric-ion-catalyzed addition of water What is this alkyne?
  • Please explain enantiomerisim and its condition? - Socratic
    A carbon atom with FOUR substituents, CR1R2R3R4, can exist as LEFT-HANDED or RIGHT-HANDED stereoisomers depending on the geometry The interchange of ANY TWO substituents results in the ENANTIOMER (and of course we do this on paper not in glass); interchange again, and you get the enantiomer of an enantiomer, i e the original isomer
  • Question #83f42 - Socratic
    Please tell me that you recorded the amount of vinegar that you put inside your Erlenmeyer flask or container prior to titration So there would be 3 different volumes of vinegar on your 3 different containers Those are important in computing for the molarity of the vinegar so please indicate first all the volume
  • Site Map - Isomerisms Questions and Videos | Socratic
    What is stereoisomers and chirality? Glucose and fructose both have the formula #C_6H_12O_6#, but the atoms in these two compounds are arranged differently What are glucose and fructose known as? How many isomeric alcohols exist with the formula #C_4H_10O#? If we have a ketone with FOUR carbon atoms, where can the carbonyl group be placed?
  • Site Map - Hess Law Questions and Videos | Socratic
    Questions and Videos on Hess' Law, within Chemistry
  • Prokaryotic vs Eukaryotic Questions and Videos - Socratic
    Questions and Videos on Prokaryotic vs Eukaryotic, within Biology
  • Question #2b1ec - Socratic
    The smaller leg is 8 83095 cm long Let the shorter leg of the right triangle have a length of value x The longer leg would then have a length of x+3 The hypotenuse would then have a length of x+6 If we consider the Pythagorean Theorem a^2 +b^2 = c^2, and input a as the shorter leg, x, b as the longer leg, x+3, and c as the hypotenuse x+6, you will have: (x)^2 + (x+3)^2 = (x+6)^2 Expanded
  • Question below? - Socratic
    (a) -7 5 "m s" (b) 1 25 "m s" (c) 2 14 "m s" (d) overbrace(-3 75color(white)(l)"m s")^(t in [0, 4color(white)(l)"s"]), overbrace(-1 94color(white)(l)"m s")^(t in [0
  • Question #37b77 - Socratic
    This is a common examination question which can b solved using the formula for Integration By Parts (IBP) and employong a "trick" of multiplying by unity:
  • Question #0f54d - Socratic
    "no solution the equations represent parallel lines" "we cannot solve this system of equations by any method" "rearrange both equations in "color (blue)"slope-intercept form" •color (white) (x)y=mx+b "where m is the slope and b the y-intercept" 3x-4y=10rArr4y=3x-10rArry=3 4x-5 2to (1) 3x=4y+12rArr4y=3x-12rArry=3 4x-3to (2) • " parallel lines have equal slopes" "note that both equations





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