No, because 25% per cent would imply (25/100)/100 = 25/10000 or 0.0025 which is NOT the same as 25% or 25 per cent, both of which are 0.25
If the problem asks for a precise answer and the book alternatives are given as percentages, then neither 14 percent nor 15 percent would be the correct answer. The correct answer would be 14.5 percent. However, if the problem does not specify a need for a precise answer, and rounded percentages are acceptable, then either 14 percent or 15 percent could be considered correct depending on the rounding method being used.
You multiply the number by .25 or divide the number by 4, they will both give the correct answer.
150100%=1502%= 150/10x2= 33 is 2 percent of what number? Let that number be x, so we have:3 = 0.02x divide by 0.02 to both sides150 = xThus, 3 is 2 percent of 150.
Correct on both counts
Let n be the number we are looking for. Using symbols we would then write40=.4nmultiply both sides by 10 and we have400=4nor n=100Clearly 40 percent of 100 is 40.
You can do it as a decimal or with the percent sign. So both of the following formulas will do the same thing:=A3*12%=A3*0.12You can do it as a decimal or with the percent sign. So both of the following formulas will do the same thing:=A3*12%=A3*0.12You can do it as a decimal or with the percent sign. So both of the following formulas will do the same thing:=A3*12%=A3*0.12You can do it as a decimal or with the percent sign. So both of the following formulas will do the same thing:=A3*12%=A3*0.12You can do it as a decimal or with the percent sign. So both of the following formulas will do the same thing:=A3*12%=A3*0.12You can do it as a decimal or with the percent sign. So both of the following formulas will do the same thing:=A3*12%=A3*0.12You can do it as a decimal or with the percent sign. So both of the following formulas will do the same thing:=A3*12%=A3*0.12You can do it as a decimal or with the percent sign. So both of the following formulas will do the same thing:=A3*12%=A3*0.12You can do it as a decimal or with the percent sign. So both of the following formulas will do the same thing:=A3*12%=A3*0.12You can do it as a decimal or with the percent sign. So both of the following formulas will do the same thing:=A3*12%=A3*0.12You can do it as a decimal or with the percent sign. So both of the following formulas will do the same thing:=A3*12%=A3*0.12
Both phrases are correct, but "following closely" is more commonly used and is generally preferred. It is a more natural word order in English and flows better when spoken or written.
together they represent both
Both are correct with ever so slightly different meaning.
If the problem asks for a precise answer and the book alternatives are given as percentages, then neither 14 percent nor 15 percent would be the correct answer. The correct answer would be 14.5 percent. However, if the problem does not specify a need for a precise answer, and rounded percentages are acceptable, then either 14 percent or 15 percent could be considered correct depending on the rounding method being used.
Both are correct, depending on the context. If decrease is a noun then decrease of is correct. eg This year we have seen a decrease of 20 percent. If decrease is a verb then decrease by 20 percent is correct. eg This year we can decrease the price by 20 percent.
You multiply the number by .25 or divide the number by 4, they will both give the correct answer.
He has both a strong following and an almost equal number of detractors. In 2006 as the incumbent he won re-election with only 46.7 percent of the vote in a three way race.
Which of the following is a composite number between 57,47,17,2
It depends on context and which kind of like is meant. Both of the following are correct:"Mary likes me" and "Why would she care for a man like me?"
150100%=1502%= 150/10x2= 33 is 2 percent of what number? Let that number be x, so we have:3 = 0.02x divide by 0.02 to both sides150 = xThus, 3 is 2 percent of 150.
Either, depending on the usage. Both of the following are correct: Who came to the party? If you didn't come, then who did come?