80/4 = 20
1/80
(80) / (1/4) = 320
Let the fourth number be x. We have: (80 + x)/4 = 88 (multiply both sides by 4) 80 + x = 352 (subtract 88 to both sides) x = 272 Thus, the fourth number is 272.
To find one fourth of thirteen twentieths, you multiply the two fractions: ( \frac{1}{4} \times \frac{13}{20} = \frac{1 \times 13}{4 \times 20} = \frac{13}{80} ). Therefore, one fourth of thirteen twentieths is ( \frac{13}{80} ).
To find out how many times higher the first bounce is than the fourth bounce using the function ( f(x) = 80(0.5)^x ), we calculate ( f(1) ) and ( f(4) ). First bounce: ( f(1) = 80(0.5)^1 = 40 ). Fourth bounce: ( f(4) = 80(0.5)^4 = 80(0.0625) = 5 ). Now, to find how many times higher the first bounce is than the fourth, we divide ( f(1) ) by ( f(4) ): [ \frac{f(1)}{f(4)} = \frac{40}{5} = 8. ] Thus, the first bounce is 8 times higher than the fourth bounce.
1/80
60
(80) / (1/4) = 320
Let the fourth number be x. We have: (80 + x)/4 = 88 (multiply both sides by 4) 80 + x = 352 (subtract 88 to both sides) x = 272 Thus, the fourth number is 272.
6 1/4% of 80:= 6 1/4% x 80= 6.25% of 80= 0.0625 x 80= 5
One fourth of 80 is equal to 80 divided by 4, which equals 20. This can be calculated by dividing 80 by 4, or by multiplying 80 by 0.25 (which represents one fourth as a decimal). Therefore, one fourth of 80 is 20.
A mixed number consists of a whole number and a fraction. In this case, the mixed number of one and one fourth is written as 1 1/4. The whole number is 1, and the fraction is 1/4. This means there is one whole unit and one-fourth of another unit.
Negative fourth root of a number= 1/the fourth root of the number. Fourth root of 625= 5 (5*5*5*5) 1/5
Well, isn't that just a happy little math problem! If we want to find one fourth of 80, we simply divide 80 by 4. So, one fourth of 80 is 20. Just like painting a beautiful landscape, math can be a joyful and peaceful experience when you take it one step at a time.
The answer is 71. To find one fourth of a number, divide the number by 4, and there you will have it.
Take your number to the exponent (1/4). Example: Fourth root of 16. 16^ (1/4) = 2
1/4n 0.25n