Question

solve the enequality 9(x-3)<4(x+10)

Answer 1

Using the distributive property of multiplication, multiply out 9(x-3) and 4(x+10). Show all of your work, please.

Answer 2

here are some choices: x<13/5 x>13/5 x<67/5 x>67/5

Answer 3

123: Please follow my advice. Multiply out those two products.

Answer 4

i dont know how to multiply

Answer 5

well i kinda do

Answer 6

for the lefthand side
9(x-3) = 9*x +9*-3
=

Answer 7

Multiply x by 9. We don't know the numerical value yet. Write out your answer as an algebraic expression. See Unkle's demo, above.

Answer 8

i dont understand

Answer 9

what do you get when you simplify the left hand side?

Answer 10

9 -3x

Answer 11

2*3=6 is an example of multiplication of two numerals.
2*a = 2a is an exaple of multiplication of a letter (a quantity) by a numeral.

9(x)=?

Answer 12

... Now please multiply out 4(x+10).