or n% x 60 = 15 (the statement you wrote above changed into math)
.60n = 15 What allows me to move the decimal back two places? Normally you can change a percent to a decimal by moving it back two places. But if you don't know what the % is, you can move the number you are multiplying by back two places instead. For example: 37 x .45 = .37 x 45 both = 16.65 - this shows that it doesn't matter which number is moved back two places - the answer will be the same. You can't move n% back two places (because you can't move a number you don't know back two places) so just move the number you are multiplying by, namely 60, back two place - that is how I got .60
400 + 70 + 8 Because the 4 is in the hundred's place, the 7 is in the ten's place, and the 8 is in the one's place.
If you pût h above thé 4 wich stands for thé hundreds collum then a t under thé 7 for thé tend collum and you pût a u above thé 8 then you can see it easier
400,70,8
stacy has a total of $10.66 in her piggy bank. If she has the exact same number of pennies, nickels, dimes, and quarters; how many total coins does she have in all?
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alot of coins...........
Manuel says that you can use one of the denominators of 5 / 6 and 11/30 when renaming these fractions using a common denominator. Why is this true?
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It is true because 5/6 and 11/30 have a common denominator of 30. a common denominator is the bottom number of the fraction that will make it easy to add the two fractions. example: 2/7 and 3/14 have a common denominator of 14 because you can multiple 2/7 by 2 to get an equivalent fraction of 4/14. now the denominator is the same and you can add the two fractions
Help !! Which transformation can not be used to prove that ABC is congruent to DEF ?
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D
the answer is D. dilation cannot be used to prove this
The answer is D since dialation only beating to increase in size
About 60.7% of eligible voters voted in the election. What decimal is equivalent to 60.7%?
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.607 you do 60.7/100 to convert percent to decimal
a bathtub in the shape of a rectangular prism is 5 feet long, 3 1/2 feet wide, and 4 1/4 feet high. How much water could the tub hold?