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Rosalyn has 185 contacts in her phone. That is 5 more than twice the number of contacts Laila has in her phone. What equation represents the relationship between the numbers of contacts Rosalyn and Laila have in their phones? 1. Complete the bar diagram.

Ask by Black Turner. in the United States
Jan 23,2025

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Answer

The equation representing the relationship is: \[ 185 = 2L + 5 \] Where \( L \) is the number of contacts Laila has.

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Beyond the Answer

To represent the relationship between Rosalyn's and Laila's contacts, we can set up the equation based on the given information. Let \( L \) be the number of contacts Laila has. According to the problem, Rosalyn’s contacts are equal to 5 more than twice Laila’s contacts. So the equation becomes: \[ R = 2L + 5 \] Given that Rosalyn has 185 contacts, we can substitute \( R \) with 185: \[ 185 = 2L + 5 \] Now, to graphically represent this, you could create a bar diagram showcasing Rosalyn's contacts as one bar and Laila's contacts, represented by \( L \), in relation to Rosalyn’s. Just remember to calculate \( L \) after rearranging the equation to visualize the difference! Finally, once you solve for Laila's contacts, you can plot the bars side by side to show how they compare visually!

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