String A is 35centimeters long. String B 5 times as long string A. Both are necessary to create a decorative bottle find the total length of string needed for 17 identical decorative bottles express your answer in meters
17(35+35*5)/100 = ?
what is the answer bro
To find the total length of string needed for 17 identical decorative bottles, we need to calculate the combined length of String A and String B.
1. Start by finding the length of String B: Since String B is 5 times as long as String A, we can calculate it by multiplying the length of String A by 5.
Length of String B = 35 cm * 5 = 175 cm.
2. Now, we need to find the combined length of String A and String B for one decorative bottle: Add the length of String A and String B together.
Combined length of String A and String B = Length of String A + Length of String B = 35 cm + 175 cm = 210 cm.
3. Next, we need to convert the combined length from centimeters to meters because we want the answer in meters. Since there are 100 centimeters in a meter, we divide the length by 100.
Combined length in meters = Combined length in centimeters / 100 = 210 cm / 100 = 2.1 meters.
4. Finally, to find the total length of string needed for 17 identical decorative bottles, we multiply the combined length of one bottle by 17.
Total length of string needed for 17 decorative bottles = Combined length in meters * 17 = 2.1 meters * 17 = 35.7 meters.
Therefore, the total length of string needed for 17 identical decorative bottles would be 35.7 meters.