In the rectangular coordinate system above the area of PQR is what fraction of the area of LMN
From the attached figure we find the area of PQR and area of LMN
WE know the formula for area of triangle = 
* base * height
In the triangle PQR,
Base PR= 4
Height = distance between x- axis and point Q = 4
Area of the triangle PQR = * 4 * 4 = 8
Similarly we find the area of LMN
In the triangle LMN,
Base LN= 12
Height = distance between x- axis and point M = 12
Area of the triangle LMN = * 12 * 12 = 72
Hence , 
= 
Area of PQR = 
of the area of LMN
Answer:
Square root of y
Step-by-step explanation:
It just is
To find the distance between any two real numbers, take the greater number (the one lying farthest to the right on a number line) and subtract the lesser number ( the on lying farthest to the left)
Answer:
175 per day
Step-by-step explanation:
9 + 8 + 3x
you can only add like terms
9 and 8 are like terms so you can add those
but 3x does not have any like terms
so the answer is
17 + 3x
