The surd form of 48 can be expressed as 43.
To simplify 48 into its simplest surd form, we begin by factorizing the number 48 into its prime factors:
48=2×24=2×2×12=2×2×2×6=2×2×2×2×3Next, we can group these factors into pairs of the same number:
48=(2×2)×(2×2)×3=4×4×3Using the property that the square root of a product equals the product of the square roots, we can simplify further:
48=(4×4×3)=(4×4)×3=43Therefore, the surd form of 48 is 43. This indicates that 48 can be simplified to 4 times the square root of 3. This surd form is advantageous because it is simpler and more manageable for subsequent calculations.
 100% |  Global |  97% | |
|---|---|---|---|
Professional Tutors | International Tuition | Independent School Entrance Success | |
| All of our elite tutors are full-time professionals, with at least five years of tuition experience and over 5000 accrued teaching hours in their subject. | Based in Cambridge, with operations spanning the globe, we can provide our services to support your family anywhere. | Our families consistently gain offers from at least one of their target schools, including Eton, Harrow, Wellington and Wycombe Abbey. |
100% |
|---|
Professional Tutors |
| All of our elite tutors are full-time professionals, with at least five years of tuition experience and over 5000 accrued teaching hours in their subject. |
Global |
International Tuition |
| Based in Cambridge, with operations spanning the globe, we can provide our services to support your family anywhere. |
97% |
Independent School Entrance Success |
| Our families consistently gain offers from at least one of their target schools, including Eton, Harrow, Wellington and Wycombe Abbey. |
At the Beyond Tutors we recognise that no two students are the same.
That’s why we’ve transcended the traditional online tutoring model of cookie-cutter solutions to intricate educational problems. Instead, we devise a bespoke tutoring plan for each individual student, to support you on your path to academic success.
To help us understand your unique educational needs, we provide a free 30-minute consultation with one of our founding partners, so we can devise the tutoring plan that’s right for you.
To ensure we can best prepare for this consultation, we ask you to fill out the short form below.