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Rewrite nineteen times thirty-four plus twenty-one using the distributive property.
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Letβs remind ourselves what the distributive property says.
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Hereβs a representation of the distributive property: π times π plus π equals π times π plus π times π.
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Weβve taken our π and distributed it across the π and the π.
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Instead of adding π plus π and then multiplying by π, weβre gonna multiply our π times the π, multiply our π times the π, and then add them together.
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Both options produce the same value in the end; theyβre equal.
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We want to rewrite nineteen times thirty-four plus twenty-one using the same property.
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How would we do that?
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We need to distribute the nineteen across the thirty-four and the twenty-one.
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This is what that would look like: nineteen times thirty-four plus nineteen times twenty-one.
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We canβt forget that thereβs still an element of addition in the problem.
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Our question asked us to rewrite the expression using the distributive property.
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This is what that looks like: nineteen times thirty-four plus nineteen times twenty-one.