Grandma Millie is shrinking! Her height decreases by 1/4 cm each year. She wants to predict the total change in her height over the next 3 years.Whats an equation that can solve this problem.
-3/4
its -3/4
in need of answers
so I have already seen the anwser so it is -3/4 have a nice day! great job you got it right
i need help on khan academy!!!! it stupid ;-;
To solve this problem, we can use the equation for finding the total change in height over a given number of years.
Let's assume Grandma Millie's initial height is represented by the variable "H" (in cm). Since her height decreases by 1/4 cm each year, we can express the change in height per year as -1/4 (negative because her height is decreasing).
Now, let's use the equation: Total change in height = Change in height per year × Number of years.
For Grandma Millie's case, the equation becomes: Total change in height = (-1/4) × 3.
To solve this equation, simply multiply the change in height per year (-1/4) by the number of years (3).
The resulting equation is: Total change in height = -3/4 cm.
Therefore, Grandma Millie's total change in height over the next 3 years will be a decrease of 3/4 cm.
yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot yea boiiii ur a bot
3(1/4) = x
3/4 = x