Answer:
2 is the answer
Step-by-step explanation:
a.5√x/4
b.5x/4
c.√18x
d.√50x^3-32x^2
The quotient equivalent to the expression is (5√x)/4.
Hence option B is the right choice.
To find the quotient of an expression, we simplify the numerators and the denominators and then cancel off the like terms.
In the question, we are asked to find the equivalent expression to the quotient given by .
To find the equivalentexpression, we need to simplify the given quotient as follows:
{√(50x³)}/{√(32x²)}
= {√(25.2.x².x)}/{√(16.2.x²)} [Since, 50x³ = 25.2.x².x, and 32x² = 16.2.x²]
= {√(5².2.x².x)}/{√(4².2.x²)} [Since, 25 = 5², and 16 = 4²]
= (5x.√2.√x)/(4x√2) [Since, √(ab) = √a√b, and √a² = a]
= (5√x)/4 [Cancelling the like terms √2 and x].
Thus, the equivalent expression is (5√x)/4.
Thus, the quotient equivalent to the expression is (5√x)/4. Hence option B is the right choice.
The question provided is incomplete. The complete question is provided in the attachment.
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Answer:
The student added instead of subtracting 6 from both sides first before dividing.
Answer:
r=2 i think
Step-by-step explanation:
Answer:
Hi there!
If there was supposed to be an attached problem to fill -2 into, PLEASE ATTACH IT!
If not, x= -2 in r(-2)