Percentage
- When 60 is subtracted from 60% of a number, the result is 60. The number is :
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Let the number be N. Then
N – 60% of N = 60
⇒ N – 0.60N= 60
⇒ 0.4N = 60⇒ N = 60 ⇒ N = 600 0.4 4
Correct Option: B
Let the number be N. Then
N – 60% of N = 60
⇒ N – 0.60N= 60
⇒ 0.4N = 60⇒ N = 60 ⇒ N = 600 0.4 4
N = 150
∴ The number is 150
- If 120 is 20% of a number, then 120% of that number will be :
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Suppose number be N .
Given , 20% of N = 120N × 20 = 120 100 N = 120 × 100 = 600 20
Correct Option: D
Suppose number be N .
Given , 20% of N = 120N × 20 = 120 100 N = 120 × 100 = 600 20 600 × 120% = 600 × 120 = 720 100
- If 80% of a number added to 80 gives the result as the number itself, then the number is
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Let the number be N.
According to the question 80% of N + 80 = N⇒ 80N + 80 = N 100 ⇒ 4N + 80 = N 5
Correct Option: C
Let the number be N.
According to the question 80% of N + 80 = N⇒ 80N + 80 = N 100 ⇒ 4N + 80 = N 5 ⇒ N = 80 ⇒ N = 400 5
- Out of two numbers, 40% of the greater number is equal to 60% of the smaller. If the sum of the numbers is 150, then the greater number is
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Let greater number be p.
∴ Smaller number = 150 – p
According to the question,40 × p = 60(150 - p) 100 100
Correct Option: C
Let greater number be p.
∴ Smaller number = 150 – p
According to the question,40 × p = 60(150 - p) 100 100
⇒ 2p = 3 × 150 – 3p
⇒ 5p = 3 × 150
⇒ p = 90
- If 50% of (P – Q) = 30% of (P + Q) and Q = y% of P, then the value of y is :
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Given that , 50% of (P – Q) = 30% of (P + Q)
⇒ P - Q = (P + Q) × 30 2 100
⇒ 5(P – Q) = (P + Q) × 3
⇒ 5P – 3P = 5Q + 3Q
⇒ 2P = 8Q
Correct Option: B
Given that , 50% of (P – Q) = 30% of (P + Q)
⇒ P - Q = (P + Q) × 30 2 100
⇒ 5(P – Q) = (P + Q) × 3
⇒ 5P – 3P = 5Q + 3Q
⇒ 2P = 8Q⇒ P = 4Q = 4 × P × y 100 ⇒ 4y = 1 ⇒ y = 25 100