`1.62 g` of green algae absorbs `6 xx 10^(-3)` mol `CO_(2)` per hour by photosynthesis. If the fixed `C` atoms are all stroed after photosynthesis as starch `(C_(6) H_(10) O_(5))_(n)`, how long will it take for the alge to double their own weigth?
`[Mw "of" (C_(6)H_(10) O_(5))_(n) = 162 n]`

1 g of dry green algae absorbs 4.7 times 10^(-3) mole of CO_(2) per hour by photosynthesis. If the fixed carbon atoms were all stored after photosynthesis as starch (C_(6)H_(10) O_(5))_(n) how long would it take for the algae to double their own weight assuming photosynthesis takes place at a constant rate ?

1 gm of dry green algae absorbs 5 moles of CO_(2) per hour by photosynthesis. If fixied carbon atoms were all stored in the form of starch (C_(6)H_(12)O_(6))_(n) after photosynthesis, then calculate time required (in sec) to double the weight of algae.

Dextrins (C_(6) H_(10) O_(5))_(n) are used in :

Human lungs can absorb 8gm O_(2) per hour by respiration. If all oxygen atoms are converted to carbohydrates (C_(6)H_(12)O_(6) how long will it take to produce 180 gm C_(6)H_(12)O_(6) ?

Human lungs can absorb 8gm O_(2) per hour by respiration. If all oxyggen atoms are converted to carbohydrates (C_(6)H_(12)O_(6) how long will it take to produce 180 gm C_(6)H_(12)O_(6) ?

Certain mass of starch, (C_(6)H_(10)O_(5))_(n) , is burnt completely . If 26.4 kg CO_(2) is produced, the mass of water produced simultaneously is-

C_(2)H_(6(g)) + n O_(2) rarr CO_(2(g)) + H_(2)O_((l)) In this equation , the ratio of the coefficients of CO_(2) and H_(2)O is

How many molecule are in 5.23 g of glucose (C_(6)H_(12)O_(6)) ? Also calculate the number of C, H and O atoms.