This statement is always true.
√a + √a simplifies to 2√a. Therefore, the equation becomes 2√a = 2a. By dividing both sides of the equation by 2, we get √a = a.
Since this is always true, the original statement √a + √a = 2a is also always true.
Determine whether √a + √a = 2a is sometimes, always, or never true
1 answer