Arithmetic Flashcards
As the DEMONINATOR of a number gets bigger, the value of the FRACTION gets ____
Smaller
As the DEMONINATOR gets smaller, the value of the FRACTION gets ______
Bigger
As the NUMERATOR gets bigger, the value of the FRACTION gets
Bigger
multiply the numberator of a positive, proper fraction by (3/2)
(3/2) is greater than 1 –> therefore we are incr. the numerator –> fraction value increases!
Add 1 to the NUMERATOR of a positive, proper fraction and subtract 1 from its DENOMINATOR..
Numerator increases –> Denominator decreases BUT total value INCREASES… both together incr. value of fraction
Multiply both NUM. and DENOM. of a positive proper fraction by 3.5
multiplying both by the same number will NOT change the value of the fractions - stays the same
Multiply a positive proper fraction by (3/8)
(3/8) = value betw. 0 and 1, –> decreases value of the number
Divide a positive, proper fraction by (3/13)
(3/13) = value betw. 0 and 1 –> increases value of the fraction
” x percent” means ….
(x/100) –> Percent means hundredth -> divide by 100
5% in decimal form
(5/100) = 0.005
“what percent” means….
(x/100)
1/(a/b) “1” divided by a fraction (a/b) =
(b/a) – the reciprocal - flip it!
“percent of”
simply compare the New Value to the Original Value, but NOT calculate the difference
(1000)/(10) - convert this fraction as a percent..
means, rewrite it with a demon of 100 –> 1000 * 10/ (100) = 10,000/100 –> 10,000%
1/10 percent of 5000
“1/10 percent” = (1/10)/100 OR easier, 1 percent of 5000 is 50; 1/10 percent is 5 (divide 50 by 10);
remember “x percent” means -> x/100