A parallelogram has sides measuring 23.8 m and 35.3 m. The height corresponding to the 23.8-m base is 9.9 m. Find the height, to the nearest tenth of a meter, corresponding to the 35.3-m base

Question

rational · Answer

hint : area

nurali · Answer

he area of parallelogram is : side times height corresponding to that side, so
23,8*9,9=35,3*h
h=6.6764

austinl · Answer

|dw:1385061097353:dw|
Is this the figure?

rational · Answer

spoiler
would be good if we let the asker do the problem on her own :o

rational · Answer

thats for nurali

highschoolmom2010 · Answer

235.62=35.3h    it didnt have a  figure

highschoolmom2010 · Answer

h=6.67

austinl · Answer

You would find the area of the figure, which is the base times the height.
You can do so by using the base and height given. 
Then you need to use that area and set it equal to the second base and an arbitrary constant for the second height, which you have done.
Then you solve for the arbitrary constant.
Which you also just did correctly.
$h_{(35.3)}=6.67479$

rational · Answer

remember you need to round it to nearest tenth
not hundredth

highschoolmom2010 · Answer

h=6.7

austinl · Answer

Didn't notice that part of the instructions, good catch @rational 
And yes, that is correct.

rational · Answer

$\large  \color{red}{\checkmark}$

rational · Answer

oops ! i meant for highschoolmom austin :)