Question

help ss below

Answer 1

@snowflake0531

Answer 2

its like the last one

Answer 3

40 is the hypo and 25 and x are the legs?

Answer 4

These are two different triangles, in one, 2 sides are 40, you want to find the hypotenuse

In the second one, you have 25 and 35 and the two sides, and want to find the hypotenuse

Answer 5

So, as we said earlier \[a^2+b^2=c^2\]
looking at the first triangle, with a and b both equal to 40
how would you write the equation?

Answer 6

80?

Answer 7

im so confused imma ask my teacher tmrw

Answer 8

yeah

Answer 9

well, that turned out wrong, but ok

Answer 10

thank you tho

Answer 11

uh so we have \[40^2+40^2=c^2\] simplify that

Answer 12

What's 40^2, plus itself

Answer 13

3,200

Answer 14

Yes so 3200 = c^2
what does c equal

Answer 15

3200?

Answer 16

\[c^2=3200\] \[\sqrt c^2 = \sqrt3200\] \[c=\sqrt3200\]

Answer 17

simpfly?

Answer 18

we can use the calculator for the sqrt3200 later

now for the next triangle
25 and 35 are the sides so we have \[25^2+35^2=c^2\]

Answer 19

So, add 25^2 and 35^2 first

Answer 20

1850

Answer 21

so c = sqrt1850

Answer 22

43.0

Answer 23

So, obviously with sqrt3200 and sqrt1800, sqrt1800 is smaller, which means James ran less

And to find the difference between them, convert the two into decimals

Answer 24

*1850 oops

Answer 25

ok thank yu