Question

Find the length of base in a right triangle where the length of the hypotenuse is 29 units and the length of perpendicular is 21 units.

Answer 1

Answer:

so easy bro base is 25

Step-by-step explanation:

try to solve your self if you get 25 then very good otherwise try again

Answer 2

Given,

Length of hypotenuse $\[ = 29\,units\]$

Length of perpendicular $\[ = 21\,units\]$

Length of base = ?

Solution,

Calculate the length of base.

Use Pythagoras Theorem,

$\[hypotenus{e^2} = perpendicula{r^2} + bas{e^2}\]$

$\[{29^2} = {21^2} + bas{e^2}\]$

$\[ \Rightarrow base = \sqrt {{{29}^2} - {{21}^2}} \]$

$\[ \Rightarrow base = \sqrt {841 - 441} \]$

$\[ \Rightarrow base = \sqrt {400} \]$

$\[ \Rightarrow base = 20\,units\]$

Hence the length of base is 20 units.