(1)
√2x-√8x³+2√2xy²
=√2x-2√2x³+2√2xy²
=√2x(1-2x²+2y²)
=√2x[1+2(y²-x²)]
=√2x[1+2(y+x)(y-x)]
=3√2[1+2*2*(-4)]
=3√2 *(-15)
= -45√2
(2)
2√(25a)-3√(a²b)+5√(36a)-2√(a²b)
=10√a-3a√b+30√a-2a√b
=40√a-5a√b
=40√3-15√5
(1)
√2x-√8x³+2√2xy²
=√2x-2√2x³+2√2xy²
=√2x(1-2x²+2y²)
=√2x[1+2(y²-x²)]
=√2x[1+2(y+x)(y-x)]
=3√2[1+2*2*(-4)]
=3√2 *(-15)
= -45√2
(2)
2√(25a)-3√(a²b)+5√(36a)-2√(a²b)
=10√a-3a√b+30√a-2a√b
=40√a-5a√b
=40√3-15√5