square root of 5 ( square root of 15 + 3 square root of 2. a. 45 square root of 10 b. 9 square root of 10 c. 5 square root of 3 + 15 square root of 10 d. 5 square root of 3+ 3 square root of 10
Is this the original equation? \[\sqrt{5}(\sqrt{15}+3\sqrt{2})\]
yes.
The distributive property says: \[a(b+c) = ab + ac\]
More precisely: \[\sqrt{a}(\sqrt{b} + c \sqrt{d}) = \sqrt{a \times b} + c \sqrt{a \times d}\]
c ?
Replace the letters in water's equation with the numbers in the original equation. What would that be? Don't worry about multiplying it out for now.
No..
See the formula that i have written above you just want to substitute the value there.. a = 5, b = 15, c =3 and d=2..
i got 35.467595040383.
@waterineyes
See, throw away your calculator.. There is no need of it.. tell me when you multiply root(5) and root(15) what will you get?
75 ?
75 in the root or simply 75?
are you asking me what the root of 5 times the root of 15 equals or just 15 times 5 ?
I am asking the first one that is root of 5 multiplied by root of 15?
8.660254037844386
You don't need a calculator for this whatsoever. Even the answer isn't an exact number. Punching it into a calculator will not help you.
so how do i do this ? ughhh ! ): this is not helping me
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