I have taken 2 capsules of a pack of 4. I broke the capsules in 2, took all the powder out (Beware! Do not snort! That really burns!), then I put the powder in an empty 6 hour energy shot bottle (after I had just drank the 6 hour energy shot.), mixed the powder with some RedBull and then drank and took it like an energy shot. You do feel energized but makes you hungry, your stomake rumbles for food (that was the only bad side effect). I do know that the pills did give me a more energized feel similar to Mini thins but better as stronger and longer lasting about 6 hours plus the shot I'm feeling energized like a mellow type of speed (a very small dose of speed). But be-warned; I give this as information. Not advice to do.
Also read the back of the box/package; make sure no Allergies to medicine and/or supplements, in the Stacker 3 XPLC, you do not overdose; it says distinctly not to take more then one at a time. I have. It explicitly says not to take more than 3 a day!
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Name the digits 'T' and 'U', for 'tens digit' and 'units digit'. First statement: 4 (T + U) = 10T + U 4T + 4U = 10T + U ===> 3U = 6T ===> U = 2T Second statement: 10U + T = 10T + U + 27 9U = 9T + 27 ===> U = T + 3============================= U = 2T and U = T + 3 ===> 2T = T + 3 ===> T = 3 U = 2T = 6 The number could be 36. ================================ Check: First statement: 4 (T + U) = 10T + U 4 (3 + 6) ?=? 10(3) + 6 4(9) ?=? 30 + 6 36 = 36 Yay ! Second statement: 10U + T = 10T + U + 27 10(6) + 3 ?=? 10(3) + 6 + 27 60 + 3 ?=? 30 + 6 + 27 63 = 63 Double yay ! The number is definitely 36.
4 is a constant, so you can pull it out of the integral. Use a u substitution with u = 3-x and du = -dx. If it's a definite integral, remember to change the limits of integration. The integral is then simply 1/u which integrates to be ln u. Substitute back in 3-x for u and you have the answer to be: -4*ln (3-x) + C
no because if u divide a number by three u will get a remainder
What number would you like to be next? u(1) = 7 u(2) = 10 = u(1) + 3 u(3) = 16 = u(2) + 6 u(4) = 28 = u(3) + 12 The amount added on each time doubles → u(5) = u(4) + 2 × 12 = 28 + 24 = 52 Alternatively: u(n) = (x³ - 3x² + 8x - 8)/2 → u(1..4) = {7, 10, 16, 28} → u(5) = 5³ - 3 × 5³ + 8 × 5 - 8)/2 = 49 Or: u(n) = (-7x⁴ + 82x³ - 281x² + 446x - 72)/24 → u(1..4) = {7, 10, 16, 28} → u(5) = (-7 × 5⁴ + 82 × 5³ - 281 × 5² + 446 × 5 - 72)/24 = 42
a triangle has 3 line segments u are