who answer it I will mark them as brainlist
please make it faster..
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Hey mate,
Here's the solution to ur question!!!!
Hope it helps!!!
Here's the solution to ur question!!!!
Hope it helps!!!
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Answered by
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both the questions can be solved by Pythagoras theorem.
1)) height of the ladder=17m
base=8m
we should find the height of the wall.
. let us assume it as triangle ABC.
AB is the height of wall=?
BC is the base=8m
and AC is the height of the ladder=17m
By Pythagoras,
AC^2=AB^2+BC^2.
we need to find AB,we will exchange the terms.
AB^2=AC^2 - BC^2.
AB^2=(17)^2 - (8)^2
AB^2= 289 - 64
AB^2= 225
AB=√225
AB=15m.
therefore, height of the wall is 15m..
2)) similarly just like the first question.
height of the ladder=AC=25m
height of the wall=AB=20m
base =BC=?
by Pythagoras,
AC^2=AB^2 + BC^2
AC^2 - AB^2 =BC^2
625- 400=BC^2
225=BC^2
BC=√225
BC=15m.
therefore, base =15m.
HOPE,IT WILL BE USEFUL TO YOU .IF IT IS PLEASE MARK ME AS THE BRAINLIEST.
THANK YOU
'''''''''''''''''''''''''''''''
1)) height of the ladder=17m
base=8m
we should find the height of the wall.
. let us assume it as triangle ABC.
AB is the height of wall=?
BC is the base=8m
and AC is the height of the ladder=17m
By Pythagoras,
AC^2=AB^2+BC^2.
we need to find AB,we will exchange the terms.
AB^2=AC^2 - BC^2.
AB^2=(17)^2 - (8)^2
AB^2= 289 - 64
AB^2= 225
AB=√225
AB=15m.
therefore, height of the wall is 15m..
2)) similarly just like the first question.
height of the ladder=AC=25m
height of the wall=AB=20m
base =BC=?
by Pythagoras,
AC^2=AB^2 + BC^2
AC^2 - AB^2 =BC^2
625- 400=BC^2
225=BC^2
BC=√225
BC=15m.
therefore, base =15m.
HOPE,IT WILL BE USEFUL TO YOU .IF IT IS PLEASE MARK ME AS THE BRAINLIEST.
THANK YOU
'''''''''''''''''''''''''''''''
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