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3q 11 8q99

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Anonymous

∙ 12y ago
Updated: 12/15/2022

3q+11+8q>99

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∙ 12y ago
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3q plus 11 plus 8q99?

3q+11+8q>99


Can you solve the equation 3q 11 8q99?

It is not an equation if it does not have an equals sign. You could simplify it but not solve it.


What is the expression for three times the quantity q minus eleven?

(3)(q-11) = 3q-33


What is 9q2 divided by 3q?

9q2 is the square of 3q - so 3q is the result of dividing 9q2 by 3q.


If 11 plus 8q equals 3q-19 what is the value of q?

q=-6


Factor p 3q - rp 3q?

(p-3q) (p-3q) =p2+3pq+3pq+9q2 =p2+6pq+9a2 this is answer hehehhe (jhaylotte)


Simplify 4(3q-q)?

steps to solve 4(3q-q): =(4)(3q+-q) =(4)(3q)+(4)(-q) =12q-4 answer: 8q


P equals 3a-3q then 6a equals?

P = 3a - 3q Add 3q to each side: P + 3q = 3a Double each side: 6a = 2P + 6q


How do you solve 3q - 5 13 for q.?

3q = 18 q = 6


A number q tripled plus z doubled in algebraic expression?

3q + 2z, although it could be 2*(3q+z)


Factor 12pq - 8p - 3q plus 2?

(4p - 1)(3q - 2)


Solve this inequality 3q plus 11 plus 8q greater than 99?

3q + 11 + 8q > 99 11q + 11 > 99 Subtract '11' from both sides 11q > 99 - 11 11q > 88 Divide both sides by (+)11 q > 88/11 q > 8 ('q' is greater than '8'). Verification When q = 7 (8) 11(9) = 99 > 88 (True) 1

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