to solve this, you have to put all of the integers with a common denominator - so first put them all in a fraction
so all the fractions are:
3/8, -5/16, -3/20, 2/4
now put them all in a common denominator form over 320
120/320, -100/320, -48/320, 160/320
so negative numbers are the least so we'll leave them for the end (descending)
the order will now be:
160/320, 120/320, -48/320, -100/320,
now put these in the form of the real integers:
2/4, 3/8, -3/20, -15/16
Answer:
h=7.5 in
Step-by-step explanation:
see the attached figure with letters to better understand the problem
In the right triangle ABC
sin(CAB)=15/18 ----> opposite side divided by the hypotenuse
In the right triangle CDE
sin(DCE)=h/9 ----> opposite side divided by the hypotenuse
In this problem
∠CAB=∠DCE ------> by corresponding angles
therefore
sin(CAB)=sin(DCE)
15/18=h/9
solve for h
h=15*9/18
h=7.5 in
377 - 144 = 233 and 233 / 2 = 116.5 is the common difference so the 11th term is 260.5
Rearrange this equation <span>5x+3y=8x-7y so that all x terms are on one side and all y terms are on the other:
10y
</span><span>5x+3y=8x-7y => 10y = 3x, and x = ----------
3</span>
Answer:
7.25
Step-by-step explanation:
i think im not sure tho
