Please Help on Finding Lengths of Triangle *Will Fan and Medal* Only 1 Question
What is that symbol between K and M? It's hard to read.
I think its an e.. Its just another variable so it doesnt really matter.
the length (the longer side of the triangle attached to the right angle) would be 12.
okay well then just a couple of equations \[\large\rm c^2+d^2=30^2 \]\[\large\rm 6^2+e^2=d^2 \]\[\large\rm 24^2+e^2=c^2 \]
substitue third equation in the first equation and then solve it and the second one simultaneously
I get what your saying but I'm not sure what to do next. @FaiqRaees
Variable c,e,or d would be 12? @DevilChild345
variable c would be 12
How do you know?
wait are you trying to find the length of side KL or side KM
\[\large\rm 24^2+e^2+d^2=30^2 \]\[\large\rm 6^2+e^2=d^2 \] solve them simultaneously.
where are you getting 30^2
from the first equation
i see that but there is no 30 on the triangle
yeah but there lies a 24 and 6 on a hypotnuse
I don't know how to solve it with such little information. Its just confusing me.
I get how your getting all the equations but idk how to "solve them simultaneously"
\[\large\rm 24^2+e^2+e^2+6^2=30^2 \] now okay?
why are there 2 e's?
i substitued third equation into it
I'm just really lost right now. I don't get how you could find the lengths with only one number.
which part do you found confusing the last one?
its not the equations its me not knowing how to solve them. Can you walk through solving it?
@FaiqRaees
well then I assume you know how I formulated the equations and substituted one into another to get a resultant equation?
yes
\[\large\rm 24^2+e^2+e^2+6^2=30^2\] So you dont know how to calculate the value of e in this equation?
No, thats what confuses me. I understand the equation and how it got there.
@FaiqRaees
\[\large\rm 24^2+e^2+e^2+6^2=30^2\]\[\large\rm 24^2+2e^2+6^2=30^2\] Agree?
yes
\[\large\rm 2e^2=30^2-24^2-6^2\] Agree
yes
@FaiqRaees
\[\large\rm 2e^2= 900-576-36\]\[\large\rm 2e^2= 288\]\[\large\rm e^2= 144\]\[\large\rm e= 12\]\[\large\rm 6^2+e^2= d^2 \]\[\large\rm 6^2+12^2= d^2 \]\[\large\rm 180= d^2 \]\[\large\rm \sqrt 180= d \] Now try to work out the value of C
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