jonathans scout troop tie - dyed sweatshirts and t - shirts last year for a fundraiser. for every 20…

jonathans scout troop tie - dyed sweatshirts and t - shirts last year for a fundraiser. for every 20 sweatshirts, they dyed 30 t - shirts. this year, jonathans scout troop will keep the same ratio of sweatshirts to t - shirts. they plan to tie - dye 60 sweatshirts. how many t - shirts will jonathans scout troop dye this year? t - shirts

jonathans scout troop tie - dyed sweatshirts and t - shirts last year for a fundraiser. for every 20 sweatshirts, they dyed 30 t - shirts. this year, jonathans scout troop will keep the same ratio of sweatshirts to t - shirts. they plan to tie - dye 60 sweatshirts. how many t - shirts will jonathans scout troop dye this year? t - shirts

Answer

Explanation:

Step1: Set up the ratio equation

The ratio last year was 20 sweats - hirts to 30 T - shirts. Let $x$ be the number of T - shirts this year when there are 60 sweats - hirts. The proportion is $\frac{20}{30}=\frac{60}{x}$.

Step2: Cross - multiply

Cross - multiplying gives us $20x = 30\times60$.

Step3: Solve for $x$

First, calculate $30\times60 = 1800$. Then, $x=\frac{1800}{20}=90$.

Answer:

90