Victor has 70 tools, which is 42 more than Lily's 28 toys, and theratioof Victor's tools to Lily's toys is 5:2.Let's usealgebrato solve this problem. Let V represent thenumberof Victor'stools, and T represent the number of Lily'stoys.From the given information, we have two pieces of information:1. The ratio of Victor's tools to Lily's toys is 5:2, which can be written as:V/T = 5/22. Victor has 42 more tools than Lily, which can be written as:V = T + 42Now, we can use these two equations to solve for the number of tools and toys:First, let's use the first equation to express V in terms of T:V/T = 5/2Cross-multiply to eliminatefractions:2V = 5TNow, let's use the second equation to substitute for V:2(T + 42) = 5TDistribute the 2 on the left side:2T + 84 = 5TSubtract 2T from both sides:84 = 3TNow, divide by 3 to find the value of T (the number of Lily's toys):T = 84 / 3T = 28Now that we know the number of Lily's toys (T), we can find the number of Victor's tools (V) using the second equation:V = T + 42V = 28 + 42V = 70So, Victor has 70 tools, and Lily has 28 toys.To know more aboutratio, refer here:brainly.com/question/31860537#SPJ4...

Unlock to view answer

Unlock full access for 72 hours, watch your grades skyrocket.

For just $0.99 cents, get access to the powerful quizwhiz chrome extension that automatically solves your homework using AI. Subscription renews at $5.99/week.