[NOTE: The Description about the PBR triangle is the same with the previous answer before, but I will just put it here again.]
Here is the PBR formula:
If the Base (B) is missing, Percentage (P) ÷ Rate [%] (R)
If the Rate [%] (R) is missing, Percentage (P) ÷ Base (B)
If the Percentage (P) is missing, Base (B) × Rate (R)
Please take note that when dividing the Percentage by the Rate or the Base, the Percentage should always be the dividend while the Rate or Base should be the divisor.
Also, when converting the rate into a decimal, move the decimal place of the rate twice to the left, and when converting from decimal to percent, move the decimal place of the decimal twice to the right.
Another thing is that, when dividing the whole number (dividend) by the decimal (divisor), move the decimal place of both dividend and the divisor to the right until the divisor becomes a whole number.
So, moving on to the question, here is the solution:
If 50 is the Percentage, and 25% is the Rate, we need to find the base.
50 is 25% of ?
But first, convert it into a decimal by moving the decimal place twice to the left.
Answers & Comments
Answer:
[NOTE: The Description about the PBR triangle is the same with the previous answer before, but I will just put it here again.]
Here is the PBR formula:
If the Base (B) is missing, Percentage (P) ÷ Rate [%] (R)
If the Rate [%] (R) is missing, Percentage (P) ÷ Base (B)
If the Percentage (P) is missing, Base (B) × Rate (R)
Please take note that when dividing the Percentage by the Rate or the Base, the Percentage should always be the dividend while the Rate or Base should be the divisor.
Also, when converting the rate into a decimal, move the decimal place of the rate twice to the left, and when converting from decimal to percent, move the decimal place of the decimal twice to the right.
Another thing is that, when dividing the whole number (dividend) by the decimal (divisor), move the decimal place of both dividend and the divisor to the right until the divisor becomes a whole number.
So, moving on to the question, here is the solution:
If 50 is the Percentage, and 25% is the Rate, we need to find the base.
50 is 25% of ?
But first, convert it into a decimal by moving the decimal place twice to the left.
25% = 0.25
Divide the Percentage (50) by the Rate (0.25)
50 ÷ 0.25 = 5000 ÷ 25 ≈ 200
Therefore, the missing number (base) is 200.
Hope it helps!
#LetsStudy
Answer:
200
Explanation:
base = percentage ÷ rate
50 ÷ 25% = 200
hope it helps