Question
Solve the inequality
h<−33491
Alternative Form
h∈(−∞,−33491)
Evaluate
−8(−h−15)×4<−h−11
Multiply the terms
−32(−h−15)<−h−11
Expand the expression
More Steps

Evaluate
−32(−h−15)
Apply the distributive property
−32(−h)−(−32×15)
Multiply the numbers
32h−(−32×15)
Multiply the numbers
32h−(−480)
If a negative sign or a subtraction symbol appears outside parentheses, remove the parentheses and change the sign of every term within the parentheses
32h+480
32h+480<−h−11
Move the expression to the left side
32h+480+h<−11
Move the expression to the right side
32h+h<−11−480
Add and subtract
More Steps

Evaluate
32h+h
Collect like terms by calculating the sum or difference of their coefficients
(32+1)h
Add the numbers
33h
33h<−11−480
Add and subtract
33h<−491
Divide both sides
3333h<33−491
Divide the numbers
h<33−491
Solution
h<−33491
Alternative Form
h∈(−∞,−33491)
Show Solution
