when the lengh of the conductor is increased by 25%. find the increase in its resistance
To find 80 increased by 3 percent, first calculate 3 percent of 80, which is 2.4 (0.03 × 80 = 2.4). Then, add this amount to 80: 80 + 2.4 = 82.4. Therefore, 80 increased by 3 percent is 82.4.
An increase of 107.5%
900 multiplied by 1.8. You can find the answer to this.
88
To calculate A dollars increased by B percent, you first find B percent of A by multiplying A by B/100. Then, add this amount to A. The formula can be expressed as: A + (A * B/100), which gives you the total amount after the increase.
The difference between 92 percent and 56 percent is 36 percent.
The percent of the increase is: 66.67%
times the length by the width
To find 200 increased by 30 percent, first calculate 30 percent of 200, which is 60. Then, add this amount to the original number: 200 + 60 = 260. Therefore, 200 increased by 30 percent is 260.
To find 80 increased by 3 percent, first calculate 3 percent of 80, which is 2.4 (0.03 × 80 = 2.4). Then, add this amount to 80: 80 + 2.4 = 82.4. Therefore, 80 increased by 3 percent is 82.4.
900 multiplied by 1.8. You can find the answer to this.
An increase of 107.5%
88
To calculate A dollars increased by B percent, you first find B percent of A by multiplying A by B/100. Then, add this amount to A. The formula can be expressed as: A + (A * B/100), which gives you the total amount after the increase.
As the question is some what blind: However if the cross sectional area of the copper wire/rod is uniform, then we can find the length is we know the electrical residence between two ends. That is the concept of specific resistance is entering into picture to calculate the resistance then the length.
111 x 5% = 116.55
140 becomes 161 when increased by 15%. To find this answer, simply divide 161 by 1.15.