Question

What is the value of j in the equation √ j √ j 14 = 3√ j 10?

Answer 1

The answer is 16.

The equation is:
√j + √j + 14 = 3√j + 10
2√j + 14 = 3√j + 10
14 - 10 = 3√j - 2√1
4 = √j

Now, we will square both sides of the equation:
4² = (√j)²
16 = j.

Therefore, j is 16.

Answer 2

Answer:

the value of j in the given expression is: 16

Step-by-step explanation:

we are given the expression as:

$\sqrt{j}+\sqrt{j}+14=3\sqrt{j}+10$

$2\sqrt{j}+14=3\sqrt{j}+10\\  \\3\sqrt{j}-2\sqrt{j}=14-10\\\\\sqrt{j}=4$

so on squaring both side we have $j=16$.

Hence the value of j is 16.