Question

Show that √24 x √27+ 9√30÷√15
can be written in the form
of a√2, where a is an
integer​

Answer 1

Answer:

Here is your answer.

Step-by-step explanation:

√24 × √27 + 9√30 ÷ √15

= √(2×2×2×3) × √(3×3×3) + 9√(2×3×5) ÷ √(3×5)

= 2√(2×3) × 3√3 + 9√2

= 18√2 + 9√2

= 27√2