help me find the area?
114in^2 57 in^2 812 in ^2 957 in^2
@jim_thompson5910
does anyone know how to do this?
what does theta mean?
you do :). The area of any 4 parallel sided figure is base * height. (square, rectangle, parallelogram). height is not to be confused with side length; it is the total height o the parallelogram. simply take base times height. don't use alchemista's way, that is a more advanced math class
okay I have a few more questins should I post them in a new one?
herei s fine if you want
okay its kinda the same thing.. find the area leavin in simplest radical form. 10 44 48 20
im not sure of the formulas for these things
Area of a trapezoid: \[A = \frac{ b_1+ b_2}{ 2 } * h\] where b1 and b2 are the two differently sized bases and h is the height
which are the bases?
you can also add the area of the two triangles + the area of the square. you'll get the same answer
the top base (8 cm) and the bottom base (2 + 8 + 2 cm)
ill solve and you tell me f im right k?
ya
Plug it in, plug it in...thats all it is
okay I got 40? idt that's right though
yup :)
oh I see where I messed up hold up a sec ill try again
nvm still got 40 lol. silly me. thanks! can u help with a couple more?
sure
wait for that last one 40 isn't one of my options?
10 44 48 20 are my opions
i see the problem
how about this one.. its a little different. identify DEF -->HIG as a reflection, rotation or glide reflection. find the reflection line, translation rule, center and angle of rotation, or glide translation rule and reflection line. A. rotation; 180* about (-0.5,0) B. glide reflection;translate 8 units to the right then reflect across the line y=4. C. reflection; x=5 D. rotation; 180* about (1,4)
i assumed the base of the left triangle was 2 making the total 12 cm. it is 14 cm. the left triangle has a base of 4 and not a base of 2. the base of 4 can be confirmed using tan45 = 4/x --> x being the base were looking for, for its should be (8 + 14)*4/2 = 44
i think you should make a new thread for this translation/reflection thing. its been too long, i wouldn't be able to explain it properly. best of luck :) going afk 5 mins actuallly
whats afk
Join our real-time social learning platform and learn together with your friends!