The new pressure of the gas is calculated to be 40.7 kPa. Using the principle that P1 • V1 = P2 • V2, we can set 98.8 kPa (P1) multiplied by 21.7 mL (V1) equal to P2 (unknown pressure) multiplied by 52.7 mL (V2). To isolate P2, we rearrange the equation to P2 = (98.8 kPa • 21.7 mL) / 52.7 mL, resulting in P2 equal to 40.7 kPa.
The specific heat of titanium metal is 0.524 J/g°C. Given that Q = 1.68 kJ, which equates to 1680 Joules, with a mass of 126 grams and initial and final temperatures of 20°C and 45.4°C respectively, the specific heat is computed using the formula Q = (mass)(ΔT)(Cp), where ΔT = T₂ - T₁ = 25.4°C. Plugging in the numbers leads us to Cp = 0.524 J/g°C.
Density is calculated as mass divided by volume.
Step one:
Convert m³ to ml.
1 m³ = 1,000,000 ml
0.250 m³ x 1,000,000 = 250,000 ml
Step two: Convert mg to g.
1 mg = 0.001 g, hence 4.25 x 10^8 mg equals 0.459 g.
Consequently, the density comes out to be 0.459 g/250,000 = 1.836 x 10^-6 g/ml.
Answer:
Explanation:
AgNO3 + NaCl --> AgCl + NaNO3
Moles
of AgNO3
= molarity * volume
= 1 * 0.01
= 0.01 mol
for NaCl
= 0.01 * 1
= 0.01 mol.
According to stoichiometry, one mole of silver nitrate corresponds to one mole of NaCl reacted. Hence,
Moles of AgCl generated = 0.01 × 1
= 0.01 mol AgCl produced.
Heat gained by the solution as precipitation occurs:
Solution mass = density × volume
= 1 × 20
= 20 g.
Using q = m * Cp * (T2 - T1)
= 20 * 4.18 * (32.6 - 25.0)
= 635 J
The absorbed heat of 635 J indicates the reaction released -635 J
Thus, Delta H = -635 J/0.01 mol
= -63500 J/mol
= -63.5 kJ/mol.