Question Completion:
Pour 67 mL of Juice B followed by 29 mL of Juice A into the 100 mL graduated cylinder. What is the percent strength of each juice?
Answer:
The
percent strength of Juice B = 70%.
The percent strength of Juice A = 30%.
Step-by-step explanation:
a) Data and Explanation:
Juice B = 67 mL
Juice A = 29 mL
Graduated Cylinder capacity = 100 mL
Total juice of B and A = 96 mL
The percent strength of Juice B = 70% (67/96)
The percent strength of Juice A = 30% (29/96)
b) The percent strength is the computation of how much of Juice A substance is dissolved into a specific amount of Juice B liquid. The percent strength establishes the part-to-whole relationships. A percent is a part of the 100 total parts. The 100 total parts in this case = 96 (67 + 29). Therefore, the part of Juice A in the total parts = 29/96 * 100 = 30% , while the part of Juice B in the total parts = 67/96 * 100 = 70%. Knowing the percent strength of each liquid helps to determine the content of each juice.