According to which theorem the sum of length of any two sides
greater than the length of the third side.
a) triangular equality
b) triangular inequality
c) equality
d) inequality
According to triangular inequality the sum of length of any two sides ……………. than the length of the third side.
a) equal
b) unequal
c) less
d) greater
According to triangular inequality the sum of length of any two sides greater than the length of the ………
a) first side
b) second side
c) third side
d) none of these
According to the triangular theorem which is incorrect
a) AC+BC > AB
b) AB+AC > BC
c) AB+BC > AC
d) none of these
A triangle………………. has one side of length 12 and another is 8 .What is the possible length of the third side
a) x>4
b) x < 20
c) both a and b
d) none of these
solution:
small value of x large value of x
x+8 > 12 8+12 > x
20 > x x > 4
the length of the third side must be greater than and less than 20
