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# Tutor profile: Izzi G.

Inactive
Izzi G.
Incoming Stanford Chemical Engineering Graduate Student
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## Questions

### Subject:Basic Math

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Question:

Sarah has a lemonade stand where she sells regular lemonade and pink lemonade. She sells regular lemonade for \$1.00 per cup and pink lemonade for \$1.50 per cup. If she sells lemonade to 15 customers and 1/3 of her customers buy pink lemonade, how much money does she make?

Inactive
Izzi G.

\$17.50. First, calculate the number of customers that purchased each type of lemonade. (15 customers)(1/3)= 5 customers bought pink lemonade. 15-5= 10 customers bought regular lemonade. From the pink lemonade customers, Sarah makes (5 customers)(\$1.50/ customer)= \$7.50. From the regular lemonade customers, Sarah makes (10 customers)(\$1.00/customer)= \$10.00. Thus Sarah makes \$10.00 + \$7.50= \$17.50 total.

### Subject:Chemistry

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Question:

Consider the following reaction: \$N_2\$ + \$3H_2\$ --> \$2NH_3\$ If you begin with 3.0 L of \$N_2\$ at 1.5 atm and 310K and an excess of \$H_2\$, how many moles of \$NH_3\$ can you produce?

Inactive
Izzi G.

0.36 mol \$NH_3\$ First, the initial number of moles of \$N_2\$ must be calculated using the Ideal Gas Law (PV=nRT). This can be rearranged to get: n=PV/RT, where P= 1.5 atm, V= 3.0: L, R= 0.082057 L*atm/(mol*K), and T=310K. As a result, n= 0.18 moles. Next, the number of moles can be calculated by using the stoichiometry of the given reaction. Since 2 moles of \$NH_3\$ are produced for every mole of \$N_2\$, moles \$NH_2\$= 2*0.18 moles \$N_2\$= 0.36 moles.

### Subject:Biology

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Question:

Write the complementary DNA strand below the strand: 5'- AGCTTCACCGTTACTGTAC-3'

Inactive
Izzi G.

3'- TCGAAGTGGCAATGACATG-5' The complementary base pairing rules state that A and T pair and C and G pair. Thus, for each A on the original strand, there appears a T in the corresponding location on the complementary strand, for each T on the original strand, there appears an A in the corresponding location on the complementary strand, for each C on the original strand, there appears a G in the corresponding location on the complementary strand, and for each G on the original strand, there appears a C in the corresponding location on the complementary strand.

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