SOLUTION: The y-intercept value of the straight line 3x + 8y - 1 = 0 is:
What integer value will satisfy the following inequality?
3/5 < x/10 < 4/5
Find the interval of values of x th
Question 64805: The y-intercept value of the straight line 3x + 8y - 1 = 0 is:
What integer value will satisfy the following inequality?
3/5 < x/10 < 4/5
Find the interval of values of x that satisfies the inequality
3x - 1 < 8x - 6
Factor and simplify the expression (12x - 8)/4 Answer by venugopalramana(3286) (Show Source):
You can put this solution on YOUR website! The y-intercept value of the straight line 3x + 8y - 1 = 0 is:
PUT X=0..SINCE ON Y AXIS X=0....WE GET 8Y-1=0
Y=1/8....SO Y INTERCEPT = 1/8
What integer value will satisfy the following inequality?
3/5 < x/10 < 4/5
MULTIPLY WITH 10
6
X=7 IS THE ONLY INTEGRAL VALUE
Find the interval of values of x that satisfies the inequality
3x - 1 < 8x - 6
3X-8X<-6+1
-5X<-5
-X<-1
DIVIDING NOW WITH -1 WILL REVERSE THE INEQUALITY
X>1.............HENCE X =(1,INFINITY) IS THE SOLUTION SET
Factor and simplify the expression (12x - 8)/4
4(2X-3)/4=2X-3
