a/ \(\sqrt{50a}=5\sqrt{2a}\)
b/ \(\sqrt{75x}=5\sqrt{3x}\)
a)\(5\sqrt{2a}\)
b)\(5\sqrt{3x}\)
a) \(\sqrt{50a}=\sqrt{25.2}=5\sqrt{2a}\)
b) \(\sqrt{75x}=\sqrt{25.3x}=5\sqrt{3x}\)
a) \(\sqrt{50a}=\sqrt{25.2a}=5\sqrt{2a}\) b)\(\sqrt{75x}=\sqrt{25.3a}=5\sqrt{3a}\)
\(\sqrt{50a}=5\sqrt{2a}\)
\(\sqrt{75a}=5\sqrt{3a}\)
a) \(\sqrt{50a}=\sqrt{25\cdot2a}=5\sqrt{2a}\)
b) \(\sqrt{75x}=\sqrt{25\cdot3x}=5\sqrt{3x}\)
a) \(\sqrt{50a}=5\sqrt{2a}\)
b) \(\sqrt{75x}=5\sqrt{3x}\)
\(a.\sqrt{50a}=\sqrt{25.2.a}=5\sqrt{2a}\)
\(b.\sqrt{75x}=\sqrt{25.3.x}=5\sqrt{3x}\)
a, \(\sqrt{50a}=\sqrt{25.2}=5\sqrt{2a}\)
b, \(\sqrt{75x}=\sqrt{25.3x}=5\sqrt{3x}\)
a, √50 b, √75x
=√25.2 =√25.3
=√52.2 =√52.3
=5√2 = 5√3
a, √50a = √25.2a = 5√2a
b, √75x = √25.3x = 5√3x
a)\(\sqrt{50a}=\sqrt{25.5}=5\sqrt{2a}\)
b)\(\sqrt{75x}=\sqrt{25.3}=5\sqrt{3x}\)
a,√50a= 25√2a = 5^2√2a = 5√2a
b,√75x= 25√3a = 5^2√3a = 5√3a
a \(\sqrt{50a=\sqrt{ }25.2a=5\sqrt{ }2a}\)
b\(\sqrt{75x=\sqrt{ }25.3x=5\sqrt{ }3x}\)