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A shopping mall determines the rent for each store by the area of the space that the store occupies. Determine the area of the of the store occupying the space below. Then determine the rent charged to the store if the are charged $1.50 per foot squared.​

A shopping mall determines the rent for each store by the area of the space that the-example-1
User KJamesy
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to one-half the sum of its bases times its height. In this case, the bases are 60 feet and 35 feet, and the height is 22 feet.

If the rent is charged at $1.50 per square foot, then the rent charged to the store would be $1.50/sq ft * 1980 sq ft = $2,970.

Nestled within a bustling shopping mall, a vibrant store unfurls its wares across 1,980 square feet. This trapezoidal haven, with parallel sides of 60 feet and 35 feet, reaches a welcoming 22 feet in height. Its area, calculated by the magic of half the sum of bases times the height, reveals this spacious haven.

Imagine the rent, a calculated dance between space and value. At $1.50 per square foot, the store's monthly cost pirouettes to a tune of $2,970. This tidy sum unlocks the doors to a sea of possibilities, a canvas for dreams and ambitions.

Within these walls, customers embark on treasure hunts, unearthing unique finds and everyday essentials. The air hums with the symphony of commerce, a rhythmic tapestry woven from footsteps, laughter, and the gentle clink of coins.

But beyond the numbers, lies the soul of the store. It's the haven for late-night crafters, the refuge for weary shoppers, the playground for curious minds. It's the platform for aspiring entrepreneurs, the stage for joyous reunions, the comfort of familiarity.

So, while the rent may be a tangible figure, its true value lies in the intangible – the smiles sparked, the burdens lifted, the stories whispered within these four walls. In the end, the cost of space is but a footnote in the grand narrative of a store that weaves itself into the fabric of our lives.

User Eric Bolinger
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