The LCM of these two numbers would be the number that is the multiple of the other.
For example:
The LCM of 8 and 56 is 56 because 8 is a factor of 56 and can go into 56 seven times, and 56 is a factor of itself.
To solve this polynomial equation, we first factor the left side.
To factor x² + 8x + 12 = 0, look for factors of 12 that add to 8.
These factors are 6 and 2 so we have (x + 6)(x + 2) = 0.
So either x + 6 = 0 or x + 2 = 0 and solving for
x in each equation, our answer is {-6, -2}.
C=180-A-B=180-67-53=60deg.
by sine rule
b/sinB=a/sinA
b=a/sinA*sinB
=13/sin(67)*sin(53)
= 11.28
c/sinC=a/sinA
c=a/sinA*sinC
=13/sin(67)*sin(60)
= 12.23
(u) =120
(m) =20
('s) = 50
(m n 's) =40
( m u s) = ?
we know that
(u) =(m) +('s) +(mns) + (mus)
120=20 + x +50 + x +40 +x
120 = 110 + x
x = 120 –110
x = 10 ans
Option A: The rate of change of Function R is less than the rate of change of Function S because
is true.
Explanation:
The function 
The equation for function R can be determined using the slope formula,

The y-intercept is the value of y, when x = 0.
Thus, the y-intercept is
.
To determine the slope, let us substitute the coordinates
and
.
Because, the points on the straight line have the same slope.
Thus, we have,

Thus,
and 
Let us substitute these values in the formula
, we get,

Hence, the equation of R is 
The equation of S is 
Comparing the slope of these two equations, we have,

This means that the slope of R is less than the slope of S.
Hence, The rate of change of Function R is less than the rate of change of Function S because 
Thus, Option A is true.