How to multiply square roots - ACT Math
Card 0 of 54
Simplify the following completely:
Simplify the following completely:
To simplify this expression, simply multiply the radicands and reduce to simplest form.
To simplify this expression, simply multiply the radicands and reduce to simplest form.
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Simplify the following:
Simplify the following:
When multiplying square roots, the easiest thing to do is first to factor each root. Thus:
Now, when you combine the multiplied roots, it will be easier to come to your final solution. Remember that multiplying roots is very easy! Just multiply together everything "under" the roots:
Finally this can be simplified as:
When multiplying square roots, the easiest thing to do is first to factor each root. Thus:
Now, when you combine the multiplied roots, it will be easier to come to your final solution. Remember that multiplying roots is very easy! Just multiply together everything "under" the roots:
Finally this can be simplified as:
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Simplify:
Simplify:
When multiplying square roots, the easiest thing to do is first to factor each root. Thus:
Now, when you combine the multiplied roots, it will be easier to come to your final solution. Just multiply together everything "under" the roots:
Finally this can be simplified as:
When multiplying square roots, the easiest thing to do is first to factor each root. Thus:
Now, when you combine the multiplied roots, it will be easier to come to your final solution. Just multiply together everything "under" the roots:
Finally this can be simplified as:
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Find the product:
Find the product:
Simplify the radicals, then multiply:
Simplify the radicals, then multiply:
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State the product: 
State the product:
Don't try to do too much at first for this problem. Multiply your radicals and your coefficients, then worry about any additional simplification.
Now simplify the radical.
Don't try to do too much at first for this problem. Multiply your radicals and your coefficients, then worry about any additional simplification.
Now simplify the radical.
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Find the product: 
Find the product:
Don't try to do too much at first for this problem. Multiply your radicals and your coefficients, then worry about any additional simplification.
Now, simplify your radical.
Don't try to do too much at first for this problem. Multiply your radicals and your coefficients, then worry about any additional simplification.
Now, simplify your radical.
Compare your answer with the correct one above
Simplify the following completely:
Simplify the following completely:
To simplify this expression, simply multiply the radicands and reduce to simplest form.
To simplify this expression, simply multiply the radicands and reduce to simplest form.
Compare your answer with the correct one above
Simplify the following:
Simplify the following:
When multiplying square roots, the easiest thing to do is first to factor each root. Thus:
Now, when you combine the multiplied roots, it will be easier to come to your final solution. Remember that multiplying roots is very easy! Just multiply together everything "under" the roots:
Finally this can be simplified as:
When multiplying square roots, the easiest thing to do is first to factor each root. Thus:
Now, when you combine the multiplied roots, it will be easier to come to your final solution. Remember that multiplying roots is very easy! Just multiply together everything "under" the roots:
Finally this can be simplified as:
Compare your answer with the correct one above
Find the product:
Find the product:
Simplify the radicals, then multiply:
Simplify the radicals, then multiply:
Compare your answer with the correct one above
Simplify:
Simplify:
When multiplying square roots, the easiest thing to do is first to factor each root. Thus:
Now, when you combine the multiplied roots, it will be easier to come to your final solution. Just multiply together everything "under" the roots:
Finally this can be simplified as:
When multiplying square roots, the easiest thing to do is first to factor each root. Thus:
Now, when you combine the multiplied roots, it will be easier to come to your final solution. Just multiply together everything "under" the roots:
Finally this can be simplified as:
Compare your answer with the correct one above
State the product:
State the product:
Don't try to do too much at first for this problem. Multiply your radicals and your coefficients, then worry about any additional simplification.
Now simplify the radical.
Don't try to do too much at first for this problem. Multiply your radicals and your coefficients, then worry about any additional simplification.
Now simplify the radical.
Compare your answer with the correct one above
Find the product:
Find the product:
Don't try to do too much at first for this problem. Multiply your radicals and your coefficients, then worry about any additional simplification.
Now, simplify your radical.
Don't try to do too much at first for this problem. Multiply your radicals and your coefficients, then worry about any additional simplification.
Now, simplify your radical.
Compare your answer with the correct one above
Find the product:
Find the product:
Simplify the radicals, then multiply:
Simplify the radicals, then multiply:
Compare your answer with the correct one above
Simplify the following completely:
Simplify the following completely:
To simplify this expression, simply multiply the radicands and reduce to simplest form.
To simplify this expression, simply multiply the radicands and reduce to simplest form.
Compare your answer with the correct one above
Simplify the following:
Simplify the following:
When multiplying square roots, the easiest thing to do is first to factor each root. Thus:
Now, when you combine the multiplied roots, it will be easier to come to your final solution. Remember that multiplying roots is very easy! Just multiply together everything "under" the roots:
Finally this can be simplified as:
When multiplying square roots, the easiest thing to do is first to factor each root. Thus:
Now, when you combine the multiplied roots, it will be easier to come to your final solution. Remember that multiplying roots is very easy! Just multiply together everything "under" the roots:
Finally this can be simplified as:
Compare your answer with the correct one above
Simplify:
Simplify:
When multiplying square roots, the easiest thing to do is first to factor each root. Thus:
Now, when you combine the multiplied roots, it will be easier to come to your final solution. Just multiply together everything "under" the roots:
Finally this can be simplified as:
When multiplying square roots, the easiest thing to do is first to factor each root. Thus:
Now, when you combine the multiplied roots, it will be easier to come to your final solution. Just multiply together everything "under" the roots:
Finally this can be simplified as:
Compare your answer with the correct one above
State the product:
State the product:
Don't try to do too much at first for this problem. Multiply your radicals and your coefficients, then worry about any additional simplification.
Now simplify the radical.
Don't try to do too much at first for this problem. Multiply your radicals and your coefficients, then worry about any additional simplification.
Now simplify the radical.
Compare your answer with the correct one above
Find the product:
Find the product:
Don't try to do too much at first for this problem. Multiply your radicals and your coefficients, then worry about any additional simplification.
Now, simplify your radical.
Don't try to do too much at first for this problem. Multiply your radicals and your coefficients, then worry about any additional simplification.
Now, simplify your radical.
Compare your answer with the correct one above
Find the product:
Find the product:
Simplify the radicals, then multiply:
Simplify the radicals, then multiply:
Compare your answer with the correct one above
Simplify the following completely:
Simplify the following completely:
To simplify this expression, simply multiply the radicands and reduce to simplest form.
To simplify this expression, simply multiply the radicands and reduce to simplest form.
Compare your answer with the correct one above